{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 122,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Installing package into ‘/Users/sarthakdasadia/Library/R/3.3/library’\n",
      "(as ‘lib’ is unspecified)\n"
     ]
    }
   ],
   "source": [
    "install.packages('fGarch')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Loading required package: zoo\n",
      "\n",
      "Attaching package: ‘zoo’\n",
      "\n",
      "The following objects are masked from ‘package:base’:\n",
      "\n",
      "    as.Date, as.Date.numeric\n",
      "\n",
      "\n",
      "Attaching package: ‘dplyr’\n",
      "\n",
      "The following objects are masked from ‘package:xts’:\n",
      "\n",
      "    first, last\n",
      "\n",
      "The following objects are masked from ‘package:stats’:\n",
      "\n",
      "    filter, lag\n",
      "\n",
      "The following objects are masked from ‘package:base’:\n",
      "\n",
      "    intersect, setdiff, setequal, union\n",
      "\n",
      "Loading required package: ggplot2\n",
      "\n",
      "Attaching package: ‘plotly’\n",
      "\n",
      "The following object is masked from ‘package:ggplot2’:\n",
      "\n",
      "    last_plot\n",
      "\n",
      "The following object is masked from ‘package:stats’:\n",
      "\n",
      "    filter\n",
      "\n",
      "The following object is masked from ‘package:graphics’:\n",
      "\n",
      "    layout\n",
      "\n",
      "\n",
      "Attaching package: ‘lubridate’\n",
      "\n",
      "The following object is masked from ‘package:base’:\n",
      "\n",
      "    date\n",
      "\n",
      "Loading required package: timeDate\n",
      "Loading required package: timeSeries\n",
      "\n",
      "Attaching package: ‘timeSeries’\n",
      "\n",
      "The following object is masked from ‘package:zoo’:\n",
      "\n",
      "    time<-\n",
      "\n",
      "Loading required package: fBasics\n",
      "\n",
      "\n",
      "Rmetrics Package fBasics\n",
      "Analysing Markets and calculating Basic Statistics\n",
      "Copyright (C) 2005-2014 Rmetrics Association Zurich\n",
      "Educational Software for Financial Engineering and Computational Science\n",
      "Rmetrics is free software and comes with ABSOLUTELY NO WARRANTY.\n",
      "https://www.rmetrics.org --- Mail to: info@rmetrics.org\n"
     ]
    }
   ],
   "source": [
    "options(warn=-1)\n",
    "\n",
    "library(xts)\n",
    "library(Quandl)\n",
    "library(dplyr)\n",
    "library(plotly)\n",
    "library(lubridate)\n",
    "library(forecast)\n",
    "library(TSPred)\n",
    "library(fGarch)\n",
    "library(tseries)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Dowload data using Quandl API\n",
    "\n",
    "- The API will provide weekly data since 04/08/1990 \n",
    "- It will form a dataframe which needs to be reversed to in chronological order"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "qurtly_data = Quandl(\"CHRIS/CME_NG1\", collapse = 'quarterly')\n",
    "monthly_data = Quandl(\"CHRIS/CME_NG1\", collapse = 'monthly', start_date=\"2010-12-31\")\n",
    "daily_data = Quandl(\"CHRIS/CME_NG1\", collapse = 'daily')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "qurtly_data <- qurtly_data[rev(rownames(qurtly_data)),]\n",
    "monthly_data <- monthly_data[rev(rownames(monthly_data)),]\n",
    "daily_data <- daily_data[rev(rownames(daily_data)),]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th></th><th scope=col>Date</th><th scope=col>Open</th><th scope=col>High</th><th scope=col>Low</th><th scope=col>Last</th><th scope=col>Change</th><th scope=col>Settle</th><th scope=col>Volume</th><th scope=col>Previous Day Open Interest</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><th scope=row>79</th><td>2010-12-31</td><td>4.325     </td><td>4.454     </td><td>4.306     </td><td>4.405     </td><td>NA        </td><td>4.405     </td><td> 81995    </td><td>168465    </td></tr>\n",
       "\t<tr><th scope=row>78</th><td>2011-01-31</td><td>4.323     </td><td>4.460     </td><td>4.290     </td><td>4.420     </td><td>NA        </td><td>4.420     </td><td> 92454    </td><td>253481    </td></tr>\n",
       "\t<tr><th scope=row>77</th><td>2011-02-28</td><td>4.009     </td><td>4.100     </td><td>3.954     </td><td>4.037     </td><td>NA        </td><td>4.037     </td><td>130789    </td><td>219036    </td></tr>\n",
       "\t<tr><th scope=row>76</th><td>2011-03-31</td><td>4.374     </td><td>4.442     </td><td>4.205     </td><td>4.389     </td><td>NA        </td><td>4.389     </td><td>124477    </td><td>248578    </td></tr>\n",
       "\t<tr><th scope=row>75</th><td>2011-04-30</td><td>4.570     </td><td>4.705     </td><td>4.555     </td><td>4.698     </td><td>NA        </td><td>4.698     </td><td>194267    </td><td>158448    </td></tr>\n",
       "\t<tr><th scope=row>74</th><td>2011-05-31</td><td>4.560     </td><td>4.707     </td><td>4.525     </td><td>4.666     </td><td>NA        </td><td>4.666     </td><td>146465    </td><td>216595    </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|lllllllll}\n",
       "  & Date & Open & High & Low & Last & Change & Settle & Volume & Previous Day Open Interest\\\\\n",
       "\\hline\n",
       "\t79 & 2010-12-31 & 4.325      & 4.454      & 4.306      & 4.405      & NA         & 4.405      &  81995     & 168465    \\\\\n",
       "\t78 & 2011-01-31 & 4.323      & 4.460      & 4.290      & 4.420      & NA         & 4.420      &  92454     & 253481    \\\\\n",
       "\t77 & 2011-02-28 & 4.009      & 4.100      & 3.954      & 4.037      & NA         & 4.037      & 130789     & 219036    \\\\\n",
       "\t76 & 2011-03-31 & 4.374      & 4.442      & 4.205      & 4.389      & NA         & 4.389      & 124477     & 248578    \\\\\n",
       "\t75 & 2011-04-30 & 4.570      & 4.705      & 4.555      & 4.698      & NA         & 4.698      & 194267     & 158448    \\\\\n",
       "\t74 & 2011-05-31 & 4.560      & 4.707      & 4.525      & 4.666      & NA         & 4.666      & 146465     & 216595    \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "| <!--/--> | Date | Open | High | Low | Last | Change | Settle | Volume | Previous Day Open Interest | \n",
       "|---|---|---|---|---|---|\n",
       "| 79 | 2010-12-31 | 4.325      | 4.454      | 4.306      | 4.405      | NA         | 4.405      |  81995     | 168465     | \n",
       "| 78 | 2011-01-31 | 4.323      | 4.460      | 4.290      | 4.420      | NA         | 4.420      |  92454     | 253481     | \n",
       "| 77 | 2011-02-28 | 4.009      | 4.100      | 3.954      | 4.037      | NA         | 4.037      | 130789     | 219036     | \n",
       "| 76 | 2011-03-31 | 4.374      | 4.442      | 4.205      | 4.389      | NA         | 4.389      | 124477     | 248578     | \n",
       "| 75 | 2011-04-30 | 4.570      | 4.705      | 4.555      | 4.698      | NA         | 4.698      | 194267     | 158448     | \n",
       "| 74 | 2011-05-31 | 4.560      | 4.707      | 4.525      | 4.666      | NA         | 4.666      | 146465     | 216595     | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "   Date       Open  High  Low   Last  Change Settle Volume\n",
       "79 2010-12-31 4.325 4.454 4.306 4.405 NA     4.405   81995\n",
       "78 2011-01-31 4.323 4.460 4.290 4.420 NA     4.420   92454\n",
       "77 2011-02-28 4.009 4.100 3.954 4.037 NA     4.037  130789\n",
       "76 2011-03-31 4.374 4.442 4.205 4.389 NA     4.389  124477\n",
       "75 2011-04-30 4.570 4.705 4.555 4.698 NA     4.698  194267\n",
       "74 2011-05-31 4.560 4.707 4.525 4.666 NA     4.666  146465\n",
       "   Previous Day Open Interest\n",
       "79 168465                    \n",
       "78 253481                    \n",
       "77 219036                    \n",
       "76 248578                    \n",
       "75 158448                    \n",
       "74 216595                    "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "head(monthly_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th></th><th scope=col>Date</th><th scope=col>Open</th><th scope=col>High</th><th scope=col>Low</th><th scope=col>Last</th><th scope=col>Change</th><th scope=col>Settle</th><th scope=col>Volume</th><th scope=col>Previous Day Open Interest</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><th scope=row>6</th><td>2017-01-31</td><td>3.224     </td><td>3.235     </td><td>3.110     </td><td>3.133     </td><td>0.115     </td><td>3.117     </td><td>174873    </td><td>289649    </td></tr>\n",
       "\t<tr><th scope=row>5</th><td>2017-02-28</td><td>2.691     </td><td>2.788     </td><td>2.653     </td><td>2.768     </td><td>0.081     </td><td>2.774     </td><td>181547    </td><td>274465    </td></tr>\n",
       "\t<tr><th scope=row>4</th><td>2017-03-31</td><td>3.199     </td><td>3.242     </td><td>3.163     </td><td>3.192     </td><td>0.001     </td><td>3.190     </td><td>112343    </td><td>308378    </td></tr>\n",
       "\t<tr><th scope=row>3</th><td>2017-04-30</td><td>3.240     </td><td>3.298     </td><td>3.229     </td><td>3.269     </td><td>0.037     </td><td>3.276     </td><td>113998    </td><td>269621    </td></tr>\n",
       "\t<tr><th scope=row>2</th><td>2017-05-31</td><td>3.146     </td><td>3.172     </td><td>3.061     </td><td>3.080     </td><td>0.074     </td><td>3.071     </td><td>200303    </td><td>309712    </td></tr>\n",
       "\t<tr><th scope=row>1</th><td>2017-06-30</td><td>3.020     </td><td>3.080     </td><td>3.016     </td><td>3.064     </td><td>0.030     </td><td>3.067     </td><td> 10609    </td><td>  7063    </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|lllllllll}\n",
       "  & Date & Open & High & Low & Last & Change & Settle & Volume & Previous Day Open Interest\\\\\n",
       "\\hline\n",
       "\t6 & 2017-01-31 & 3.224      & 3.235      & 3.110      & 3.133      & 0.115      & 3.117      & 174873     & 289649    \\\\\n",
       "\t5 & 2017-02-28 & 2.691      & 2.788      & 2.653      & 2.768      & 0.081      & 2.774      & 181547     & 274465    \\\\\n",
       "\t4 & 2017-03-31 & 3.199      & 3.242      & 3.163      & 3.192      & 0.001      & 3.190      & 112343     & 308378    \\\\\n",
       "\t3 & 2017-04-30 & 3.240      & 3.298      & 3.229      & 3.269      & 0.037      & 3.276      & 113998     & 269621    \\\\\n",
       "\t2 & 2017-05-31 & 3.146      & 3.172      & 3.061      & 3.080      & 0.074      & 3.071      & 200303     & 309712    \\\\\n",
       "\t1 & 2017-06-30 & 3.020      & 3.080      & 3.016      & 3.064      & 0.030      & 3.067      &  10609     &   7063    \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "| <!--/--> | Date | Open | High | Low | Last | Change | Settle | Volume | Previous Day Open Interest | \n",
       "|---|---|---|---|---|---|\n",
       "| 6 | 2017-01-31 | 3.224      | 3.235      | 3.110      | 3.133      | 0.115      | 3.117      | 174873     | 289649     | \n",
       "| 5 | 2017-02-28 | 2.691      | 2.788      | 2.653      | 2.768      | 0.081      | 2.774      | 181547     | 274465     | \n",
       "| 4 | 2017-03-31 | 3.199      | 3.242      | 3.163      | 3.192      | 0.001      | 3.190      | 112343     | 308378     | \n",
       "| 3 | 2017-04-30 | 3.240      | 3.298      | 3.229      | 3.269      | 0.037      | 3.276      | 113998     | 269621     | \n",
       "| 2 | 2017-05-31 | 3.146      | 3.172      | 3.061      | 3.080      | 0.074      | 3.071      | 200303     | 309712     | \n",
       "| 1 | 2017-06-30 | 3.020      | 3.080      | 3.016      | 3.064      | 0.030      | 3.067      |  10609     |   7063     | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Date       Open  High  Low   Last  Change Settle Volume\n",
       "6 2017-01-31 3.224 3.235 3.110 3.133 0.115  3.117  174873\n",
       "5 2017-02-28 2.691 2.788 2.653 2.768 0.081  2.774  181547\n",
       "4 2017-03-31 3.199 3.242 3.163 3.192 0.001  3.190  112343\n",
       "3 2017-04-30 3.240 3.298 3.229 3.269 0.037  3.276  113998\n",
       "2 2017-05-31 3.146 3.172 3.061 3.080 0.074  3.071  200303\n",
       "1 2017-06-30 3.020 3.080 3.016 3.064 0.030  3.067   10609\n",
       "  Previous Day Open Interest\n",
       "6 289649                    \n",
       "5 274465                    \n",
       "4 308378                    \n",
       "3 269621                    \n",
       "2 309712                    \n",
       "1   7063                    "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tail(monthly_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
       "\t<li>109</li>\n",
       "\t<li>9</li>\n",
       "</ol>\n"
      ],
      "text/latex": [
       "\\begin{enumerate*}\n",
       "\\item 109\n",
       "\\item 9\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "1. 109\n",
       "2. 9\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] 109   9"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
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       "\\begin{enumerate*}\n",
       "\\item 327\n",
       "\\item 9\n",
       "\\end{enumerate*}\n"
      ],
      "text/markdown": [
       "1. 327\n",
       "2. 9\n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "[1] 327   9"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<ol class=list-inline>\n",
       "\t<li>6828</li>\n",
       "\t<li>9</li>\n",
       "</ol>\n"
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       "\\begin{enumerate*}\n",
       "\\item 6828\n",
       "\\item 9\n",
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       "1. 6828\n",
       "2. 9\n",
       "\n",
       "\n"
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       "[1] 6828    9"
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     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dim(qurtly_data)\n",
    "dim(monthly_data)\n",
    "dim(daily_data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 134,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "IOPub data rate exceeded.\n",
      "The notebook server will temporarily stop sending output\n",
      "to the client in order to avoid crashing it.\n",
      "To change this limit, set the config variable\n",
      "`--NotebookApp.iopub_data_rate_limit`.\n"
     ]
    }
   ],
   "source": [
    "p1 <- plot_ly(daily_data, x = ~Date, y = ~Open, type = 'scatter', mode = 'lines') %>%\n",
    "        layout(title = \"Natural Gas Prices Chart\",\n",
    "         xaxis = list(title = \"Year\"),\n",
    "         yaxis = list (title = \"Price in US$ per Million BTU\"))\n",
    "p1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Convert the dataframe into a time series and check properties"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "#qurtly_ts <- ts(qurtly_data$Open, frequency=4, start = decimal_date(ymd(\"1990-06-30\")))\n",
    "monthly_ts <- ts(monthly_data$Open, frequency=12, start = decimal_date(ymd(\"2010-12-31\")))\n",
    "daily_ts <- ts(log(daily_data$Open))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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ROwg+RrIDMEVqEkTyK9hUhLTWQ/QcMnf4v3jx2keHmWp7YBG5oJajRiqzhLI73c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URUCKEJHeRTqIAwKhhJYQShLI/3lyd5O9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\nlECABhKrAgIIIFAcgcWq6m+LU11qigACCCAQCHxPj7cqayn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AAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAAB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\nz0EAAAAASUVORK5CYII=",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Decompose time series\n",
    "\n",
    "decomp = stl(monthly_ts, s.window=\"periodic\")\n",
    "plot(decomp)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We clearely see seasonality in the residual plot. For Time Series analysis, we need to convert it into a stationary series.\n",
    "\n",
    "The ***augmented Dickey-Fuller (ADF)*** test is a formal statistical test for stationarity. The null hypothesis assumes that the series is non-stationary. ADF procedure tests whether the change in Y can be explained by lagged value and a linear trend. If contribution of the lagged value to the change in Y is non-significant and there is a presence of a trend component, the series is non-stationary and null hypothesis will not be rejected."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\n",
       "\tAugmented Dickey-Fuller Test\n",
       "\n",
       "data:  monthly_ts\n",
       "Dickey-Fuller = -2.1938, Lag order = 4, p-value = 0.4964\n",
       "alternative hypothesis: stationary\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "adf.test(monthly_ts, alternative = \"stationary\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This means that the series is not stationary. Usually, non-stationary series can be corrected by a simple transformation such as differencing. Differencing the series can help in removing its trend or cycles. The idea behind differencing is that, if the original data series does not have constant properties over time, then the change from one period to another might. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\n",
       "\tAugmented Dickey-Fuller Test\n",
       "\n",
       "data:  monthly_dff1\n",
       "Dickey-Fuller = -6.2289, Lag order = 4, p-value = 0.01\n",
       "alternative hypothesis: stationary\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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f/J/Fbzb5jLREAEREAEREAEREAEREAE\nVk5gLStIp9l1foP5TeY3m3/J/HPm15sjkr5ofpH5DnOZCIiACIiACIiACIiACIiACCyWwG/b\nmd218evs9aPmf2n+Z+b/j/nHzPeYk+Zr5k83H9vOsgIp/x5jF6zyREAEREAEREAEREAERKAn\nAWJYYlliWlnmBJ5q9eNiIYQe2VDXQ2zf48w/bk76s83HNAmkMWmrLBEQAREQAREQARHIg8AP\nWjX+ZR5V6VULCaRe+MY9+M1WHI/P8X2jEOP7SbebXxiSOGEaCaSEMJWVCIiACIiACIiACMyE\nwF6r57NmUtemai5KIC39O0gPsyu5y/ybTVe0sO8We/8p8/sUtumtCIiACIiACIiACIiACAxB\n4H+2TA8bImPl2Z3A0gUS3y16lPndAxGxgoSo4gccZCIgAiIgAiIgAiIgAiIwFAFWXb7XPPRJ\np6HqoXxLBJYukP7YzvdB5m83P6N07sWPfAfpXPP3mv9P5u8yl4mACIiACIiACIiACIjAUARY\nPcIkkLY5ZPN36f8H6S1G+hjz3zX/cfMbzPlp76+b812jw82/z/wk8+PNv2P+YvOPmMtEQARE\nQAREQAREQAREYCgCTMpjEkjbHPR3ZAKnWHlvNUcg8St1ReefxH7B/A/M72s+helHGqagrjJF\nQAREQAREQAREYDoCD7CiiUlfNl0VkpW8qB9pWPoKkl/1a+3N0zYfWDU6wpyfVOQfx95mLhMB\nERABERABERABERCBMQnoEbsxaUeUtRaBVETCo3W4TAREQAREQAREQAREQASmIuCP2LH6IsuI\nwBoFUhP+F9jO55u/zrzP/0LiZ8L5YYjQBs+qlkwEREAEREAEREAERGA9BFwg6TtImV1zCaQD\nL8ix9pGf+ea1j/EjEH9qfvfATPiFvftv0n8r8BglEwEREAEREAEREAERmC8BPWI332u3qpqn\nEkix0J5jB/AlPe8osccrvQiIgAiIgAiIgAiIwLwI8P144r//Pq9qV9ZWP9JQiWUZG2+008Bl\nIiAC6Qn4jeDP0metHEVABERABERgdgR8YlyP2GV26Zb+j2Izw63qiMCqCfwbO/ufXjUBnbwI\niIAIiIAI7Ceg7yDtZ5HVO30HKavLocqIwKIJ8J280O/lLRqETk4EREAEREAEjIAEUqbNQAIp\n0wujaonAAgnwfPKhCzwvnZIIiIAIiIAIdCGgR+y6UBvhmKULJH78oMtPaH/Ujts1An8VIQJr\nIsDqEf+gWSYCIiACIiACIrB/BSn038KI2UgEli6QfsE4PqIDy9+xYySQOoDTISLQQACB9L0N\n+7VLBERABERABNZEQI/YZXq1ly6Qfsy4v8P8LPN3m7/RPMQ+H5JIaURABKIIMEPmN4OoA5VY\nBERABERABBZIgEfs+Jlv/YpdZhd36QLpq8b7PPMPmSOWXmp+lblMBERgfAJaQRqfuUoUAREQ\nARHIlwCThrebSyBldo3W8DPf3zTmz95wf3Vm/FUdEVgTAa0grelq61xFQAREQATaCLCCdIu5\nBFIbqZH3r0EggfRq85eY84MNp5rLREAExiegFaTxmatEERABERCBfAmwgnSzuQRSZtdoLQIJ\n7C83f5j5p/kgEwERGJ0AK0i6CYyOXQWKgAiIgAhkSgCBpBWkDC/OmgRShvhVJRFYFQFWkA4x\n1w81rOqy62RFQAREQARqCPgjdvofgTWAptosgTQVeZUrAusjgEDC9FPf2xz0VwREQAREYN0E\nfAWJH03ze+S6iWRy9hJImVwIVUMEVkDA/xGeVpBWcLF1iiIgAiIgAq0EuB/yHSRMj6Bvc8ji\nrwRSFpdBlRCBVRDw2TGtIK3icuskRUAEREAEWgj4I3Ykk0BqgTXmbgmkMWmrLBFYNwGtIK37\n+uvsRUAEREAEDiTAfZEfacAkkLY5ZPFXAimLy6BKiMAqCPh4oxWkVVxunaQIiIAIiEADAR6v\n47tHEkgNkKba5QHLVOWrXBEQgXUQYGaMX7DD9B2kbQ76u04Cp9lpa6Z4nddeZy0CRQJ+L9R3\nkIpUMnkvgZTJhVA1RGDhBPz7R5ymVpAWfrF1eo0ELrO9P9GYQjtFQATWQMAFklaQMrzaEkgZ\nXhRVSQQWSMC/f8SpSSAt8ALrlIIIMFFAUHR4UGolEgERWDIBfqABk0Da5pDVXwmkrC6HKiMC\niyVQXEHyWbPFnqxOTARqCPijdZokqAGkzSKwIgJ+L7xjc87FicQVYcjzVCWQ8rwuqpUILI2A\nD/zfthNTcLi0q6vzCSXwLzcJPTAKPW6KdM+2Qh80RcEqUwRWQqC4gvRdO2efQFnJ6ed9mhJI\neV8f1U4ElkLAV5BusxOaQ3C4FO46j7wIuECawyTBKwzdk/PCp9qIwKIIcC/8Z3PE0TfNJZAM\nQi4mgZTLlVA9RGDZBIoCaQ7B4bKvhs5uKgIeAM1hkoCfHz5qKlAqVwRWQIBx4P/dnKcEUmYX\nXAIpswui6ojAQgn4I3ZaQVroBdZpBRGY0wqSBFLQJVUiEehMgEfsJJA64xv2QAmkYfkqdxEQ\ngW0CWkFSSxCB/Y/QzGEFiRltrSCp1YrAcAQYB76xyV4rSMNx7pSzBFInbDpIBEQgkoBWkCKB\nKfkiCcxlBYnY4F7mRy/yKuikRCAPAsVH7L5lVfJHcPOo3cprIYG08gag0xeBkQj4CtL/Z+Xp\nO0gjQVcx2RHwACj3FSQer8O0grTNQX9FYAgCesRuCKqJ8pRASgRS2YiACDQSQCDdaX6zuQRS\nIyrtXDCBuawgSSAtuBHq1LIhUH7Ezp+0yKaCa66IBNKar77OXQTGI8DAzyMErCDlPns+HhWV\ntDYCc1tBuvfaLpDOVwRGJFB8xE7fQRoRfEhREkghlJRGBESgLwFWkPgnsfxij1aQ+tLU8XMl\nMLcVJFaSjpwrbNVbBDInoEfsMr5AEkgZXxxVTQQWREArSAu6mDqVzgRcIOW+iuqP2HGi+h5S\n58utA0WgkUD5ETtfYW48SDvHISCBNA5nlSICayfgK0j6kYa1t4R1n78HQLmvokogrbud6uzH\nIaAVpHE4dypFAqkTNh0kAiIQScBXkHjELvfZ88hTU3IRCCagFaRgVEooAosnoBWkjC+xBFLG\nF0dVE4EFEdAK0oIupk6lM4G5rSDxy5N6xK7z5daBItBIAIHEpCGm/4O0zSGbvxJI2VwKVUQE\nFk2AFST9SMOiL7FOLoDA3FaQvm7nJIEUcGGVRAQ6ENAjdh2gjXWIBNJYpFWOCKybACtI+pnv\ndbcBnf3d7sYKEjPGxe/45Mjl0E2lbrRXCaQcr5DqtAQC5UfsmEiUZUJAAimTC6FqiMDCCfgj\ndgSH/pjRwk9ZpycCBxFgBemWzdbDD9qbzwYXcBJI+VwT1WR5BIqP2On/IGV2fSWQMrsgqo4I\nLJSA/0gDv2LHuJP7r3gt9DLotCYmwOSAC6Sc+4AE0sQNRcWvgoAescv4MksgZXxxVDURWBAB\nX0FCIGE5B4fbNdRfEUhPoLiCxOxxriaBlOuVUb2WRKD8iJ2ersjo6kogZXQxVBURWDABX0Hy\nX+zJOThc8GXQqU1MoCiQcp4kYEIDu9Fc30HaQrGYP6+3M3nQYs5mvifC9/y4L/o9Ub9il9m1\nlEDK7IKoOiKwUAJaQVrohdVpRREoPmKX8ySBfqQh6rLOKvGzrbaPnlWNl1lZ+v8h5t/YnN4/\n26tWkDYwcniRQMrhKqgOIrB8AsyU+c98c7Y5B4fLvxo6w6kIsIJ0+6bwnFeQ/BG7r1ldj54K\nlspNToA2R9yn8Tc52ugM/RpoBSka3TgHSCCNw1mliMDaCbCC5D/zDYucg8O1Xyud/3AEmCG+\nw5y+4AHScKV1zxmBxITGXnP6KhMcsvkTQKBjObe97Rou/y8/0IC5QNKv2G3zyOavBFI2l0IV\nEYFFE/BH7AgMMQmkbQ76uy4CBKg8SkNQlHMfQCB9x5x/FIsds/2ivzMn4G3Og/OZn86sq+8i\n1R+xQyBpIiKjSyqBlNHFUFVEYMEEGPgRR3eZc0Pwm4O9lYnAagiwgkQgxK855twHygJJP9Sw\njCaqFaR8rqP3f60g5XNNDqiJBNIBOPRBBERgIAK+gkT2uc+eD4RA2YrA3ea2gnSbXTMmNSSQ\nltF4JZDyuY6+iseECaZH7LY5ZPNXAimbS6GKiMCiCfgKEieZ++z5oi+ETm5SAgSoY6wg/b6V\n8+96nKmvIN1pefCYnQRSD5gZHapH7PK5GKwg8TQFfQyTQNrmkM1fCaRsLoUqIgKLJlBcQUIg\n+Y160SetkxOBEgEesRvjO0j8jPO5pbJjPrpA4hgJpBhyeafVClI+14cVJH+8jlohkPzn9fks\nm5iABNLEF0DFi8BKCBRXkLgp+PPXKzl9naYIbBHwR+yGXkVlAgKR09UkkLqSy/s4F0j+eFfe\ntV127XwFyc8SgcR9sk+/9bz0moCABFICiMpCBESglYBWkFoRKcEKCPiPNAz9PTyCrz6BlgTS\nMhujCyRNUE1/fbkGxRUk/4VXxghZBgQkkDK4CKqCCKyAADNj/F8VbOjgcLsU/RWB/AjMaQXp\nuxt8esQuv3bUtUYSSF3JpT+u6hE7SpFASs+6U44SSJ2w6SAREIFIAqwg+QzZ0I8XRVZNyUVg\nNAKszPAozdCTBH0fseO7EPwfJEwCaZvDEv76dz/1iN30V7PqETtqxWSiLAMCEkgZXARVQQRW\nQKD4iN3QweEKcOoUZ0jAv1/AjzQMPUlA8EWf62p6xK4rubyP0wpSPten/IgdEyeYVpC2OUz+\nVwJp8kugCojAKggQHGoFaRWXWidZQ8ADnzmsIEkg1VzEmW+WQMrnAuoRu3yuRWVNJJAqsWij\nCIhAYgLFFST9zHdiuMpuFgQ8OB1jBclXq7qCKQqkr1km+j9IXUnmdZy3QT1iN/11qXvEzidS\npq/hymsggbTyBqDTF4GRCBRXkHjEjpuDTATWRMCD06FXkOhb3NsROV2tKJD4DtK9zQ/pmpmO\ny4aAfwdJ4+/0l0QrSNNfg8YaSCA14tFOERCBRAS0gpQIpLKZLQGfGR56BcmD4JQCiVjh+2ZL\nXhV3Aoh0HnV2se7b9To+Aa0gjc88qkQJpChcSiwCItCRACtIxZ/51gxmR5A6bLYEPChFIA35\nQyVDCCSgHz1b8qq4E6ANsiKI3Wv7RX8nIsA9kHHAzX810idSfLteJyIggTQReBUrAisjwApS\n8UcaPIhbGQad7ooJeODDI3ZD/oqd961UK0i3bK6Zvoc0/8aLQLp5cxqapJr2epYfsaM2TJ74\nODFt7VT61nPKwiACIiACQxMoPmI35Oz50Oeh/EWgK4GxVpA88E0lkAja/slcAqnrlc/nOMSz\nryDphxqmvS7002+UqsDkCU9byDIgoBWkDC6CqiACKyBQ/JGGIWfPV4BSpzhTAj4zzKM0Q/YB\nX0FiUqKrFX+kgTz0z2K7kszruOIjdi6k86rhemoD/+Ijdpw5AsnHCT7LJiQggTQhfBUtAisi\noBWkFV1snWolAYJTD4h4HWqm2AVSqhUkTkYCCQrzNz1il881rHrETgIpn+ujR+wyuhY5VIUb\n6vk5VER1WByBQ+2Mit9B0uzl4i6xTqiFAMEpARDGChIzxX1WecinyrxvSSBV0Vn3NtrgrRsE\nesRu2rZAP616xE4rSNNel32lawVpHwq9MQKPMv8bc/2cq5pDSgLMlPM/VPxX7AgOuVHLRGBN\nBAh8+D4P5itJvtqzvTXNX89TAikNzyXlQtsgKKf9uZBe0vnN6Vy4B/o44PXWCpKTyOBVAimD\ni5BRFfxnPw/PqE6qyvwJ+KNEvoLETYGxRyJp/tdWZxBOgPbuAolJAmyIIFUCaZut/h5MwNsg\nY7BWkA7mM9YW7om4VpDGIt6hHAmkDtAWfIgPmIct+Bx1auMT8MeIiitI1MIDufFrpBJFYHwC\nrCD5I3Y+czxEH3DR5f2ty5my+uT/l4Xj9R2kLhTzOwaBhDgnMPd2kl8tl18jZ+/jgJ8xk4h6\nxM5pTPwqgTTxBciseO+0vpKUWfVUnZkS8BUkD9j8pjBEcDhTRKr2Cgj47D2nOsYKEv2L7/51\nMQTSdwsHSiAVYMz4rbdBxmC/38/4dGZbdZ+M9nuhn4gesXMSGbxKIGVwETKqgg+YEkgZXZQF\nVMVXkPwRuyGDwwXg0ikslMBYK0gIozs3DLt+D0krSMtshLQNHvMkMPcgfZlnmvdZeaxV9Yid\nTyjmfQYrqJ0E0goucsQp+oApgRQBTUlbCbhA0gpSKyolWDABn73nFP1ROw+UUp42efKPXTHv\ne9ufwv+y8lR+xE4/3hPOL9eU3gb1iN20V8j7vVaQpr0OjaVLIDXiWd1OF0j6DtLqLv2gJ+wz\nYlpBGhSzMs+cQHEFCfGBSBriMVPyvH3DIuUKEsG13yM22etlZgS4hqzg6xG7aS+c9yMJpGmv\nQ2PpEkiNeFa302c1tIK0uks/6An7LLavIPns+RDB4aAnosxFoAcBn733LAhUfcz1bSle6Vd3\nbDJKJZC+tsnvqBQVVB6TEfA2qEfsJrsEWwV7v/dJQ6+NvoPkJDJ4lUDK4CJkVAWf1ZBAyuii\nLKAq5RWku+ycNIO5gAurU4giQHDqkwMcSB8YYpKA4GuIFSTqLIEEhfkak1V8B0mP2E17DYm1\nvI8WayKBVKQx8XsJpIkvQGbF+6yGBFJmF2bm1SmvIHE6zJ4PERzOHJWqv2ACPGLn/weJ05zT\nChIrUvyqnQQSV26exnhLzKcfaZj++hFrlX+ggVpJIE1/bfbVQAJpHwq9MQK+gqTvIKk5pCTg\nK0j+iB15awUpJWHlNQcC/niT13WoFSQCYZ+dTvWIHau+PGZ3tFder7MjQPvDEOZaQdpCMdkf\nBBL9v2z6P0hlIhN+lkCaEH6GRWsFKcOLsoAq+QpS8f+qaAVpARdWpxBFoPgjDRw4pxUk6qv/\nhQSF+ZoLJF9B8vv9fM9ovjVnMrpKIGkFKaNrKoGU0cXIoCq+gqRH7DK4GAuqAgKp+N0LTm2o\n2fMFYdOpLIzAWCtIBL48EoelWkEiLwkkKMzX/JFmF0h+v5/vGc235vTRukfs/ImL+Z7dQmou\ngbSQC5noNHxGSQIpEVBls0WAAb/8az1DzZ4LuQjkSmDMFSR/xM5Xb2OZIKyK/weJ4yWQYinm\nlb64gqRH7Ka9NsRaWkGa9hq0li6B1IpoVQmYUWLg1HeQVnXZBz9ZgrTi948oUCtIg2NXAZkR\nGGsFiZUCrSBldvEzqI4LJCanGH99QjSDqq2uCnrEbgaXXAJpBhdpxCoyYN5krhWkEaGvoCit\nIK3gIusUWwkQoBYfNR1qFZVxXAKp9XKsLoELpDEesftfje4PrY5w+AnTR+sesWOlWZYBAQmk\nDC5CRlVgVuNGcwmkjC7KAqpStYJEcOjPxC/gFHUKItBKoPwz30OtotKv/BE7fQep9bKsJoGP\nt6zmD/2I3fOsjKeshmz8iWoFKZ7Z6EdIII2OPOsCmdWQQMr6Es2yclUrSHrEY5aXUpXuQaD8\niN1QK0gSSD0u0oIPpf0x7mK8+orS1obEf75v4PwTV3f07LSCNDry+AIlkOKZLfkIX0HSd5CW\nfJXHP7elrSAdbgivMT9hfJQqccYECEiLj9gNuYLkgbBWkGbcYBJXnfaHKMdoH6xodv0RD/Jo\nMgmkJjrb/3PS+2gxpf4PUpHGxO8lkCa+ABkVf4jVhQGUFSRmN2QikIoAK0hL+pGGB9j5PMj8\nvqkAKZ9VECg/YjfEChIBL6KIR6joc30EUvH/lllWW79ix+TAoXyQzY4A93e+f4T591+GutdL\nIG1zrvsL9yqBpP+DVEdsgu0SSBNAz7RIOiwi6SZzbqr+vLK9lYlALwIEbUv6me/7bGiw4ioT\ngVACCKShV5B83EZ88TPdXQUSIqjqZ765RxxlLpsfAdqGCyQPzocYw2g7fI8ZQSarJkC85SK1\nmILxgQlFWQYEJJAyuAiZVIEOi7GChOmHGrY56G9/AgikJa0gSSD1bxNrzKE4g8/5D7GC5OO4\nCyT6XhdDWFUJJPKSQOpCdPpjiu3Pg3NvLylrd/QmMwmkeqpwd5FaTKUVpCKNid9LIE18ATIq\n3meSXCDpe0gZXZyZV6XqRxqGCA7HwuTfPRoiuBjrHFTO+AQQHWOtIBF89X3EriyQbt4gk0Aa\nv+2kKBHBwriLeXA+xBjm7UMCaZt11V/iLb8Gxf2MD11XfYv56H0CAhJICSAuJAsfKF0gaQVp\nIRc2g9OoWkHiRs0jH3M0rSDN8apNW2cer+PRI3/EidoMMUngfYq8+zxiV7WChOC6zdwDYHsr\nmxGB4gqSB+c+MZryNPj+ESaBtM2h6i/xlq/iFff7BIr34+I+vR+ZwNqV6knG+4HmN5l/3txn\nV+zt6swHyq9tzlwCaXVNYLATrlpB4gbtonywggfK2AXSXOs/EBZl20DAg0UPgEhKH0gdCHmb\nHEIgUeevm0sgQWJ+RltzgU47vMvc20vKs5FAaqfZtILE0UyorDkebSc4QoqlryA9zxi+xbx8\nEzrVtn3cfLf5+8yvMt9j/hvma/2FHh8obzEGfKFeAskgyJIQ0ApSEozKZMYECHgwD1B5TwDk\n2/mcwvxexxieegWJ+kkgpbhK0+RRXEGiBv9k7hOjKWskgdROk37ftIKUelxor5FSHERg6QLp\nDDvjp5kXfxWEn+a91PzR5n9rfpH5W80ZLH7P/PfN12gMlNyw7zSHhb6DZBBkSQjQ/3g8p2hL\nWEEaIrgoMtL75RDwFaSiQKIP0De6/pBCFR0EEuKor0Dy48tlIJCOLm/U51kQoA1yj3cjQPeJ\nUd+W4lUCqZkifZSJePp/2eh3mATSNodJ/67xETtE0BHmLzJ/TYE+A8XF5r9i/lfmf22+JuP8\nfUYDgaQVpDVd/WHPlQDQB34vaYjZc897yFdubvc2v8l8iOBiyLor7+kIeMDDo01uHqzSjvhu\nTwqjfXq+XVeQmDhF/HN82bSCVCYyn88IpLJAH2IMk0BqbhM+sVYlkHx88PGiOSftHZTA0leQ\nquCdbRuvMC+KI9LRWH/enBvA+eZrMzqtd9g77L0E0tpawHDnW7eCxARNcXV3uBqky/nETVZf\nsFe/0aXLXTktlUDdChLni6hJZQS8Po53FUg+cSqBlOqq5JEP7awskIYYwxBITLJ6m8/j7POp\nhYtSn5Au1swF0tzui8VzWMz7NQok/hP4p2uuIDNvnzN/aM3+JW+m03qH1QrSkq/0+OdWt4JE\nTfxmMX6tupXIDzTw5eZrzYcILrrVSkflTsBnhD0Aor6+0pOyD5RXkLo8vieBlHtr6la/8grS\nkI/YfcWq6G2+W22Xe5T3d5/IKJ6pjw9iV6Qy0fs1CqQrjfWpNbz5dZ7TzffU7F/y5uIKEgLp\nsCWfrM5tVAIEaVXfQaISKWfPxzipE6yQr5rfau43ujHKVRnzJuCz6cVVGQ+QUvaBokCiz7nY\niaHnxxTr6sfzhIV+xc5pzOuVNuiinJrT/oYYw2gfCCTiS62EGISS+cSa9//ibgmkIo2J369F\nIF1hnN9s/qvmHzV/tPlPmBftfvbhNeZ06A8Vd6zkPQOlVpBWcrFHPk36VNV3kKjGEDfoIU+P\nFaSvmNNX/EY3ZHnKexkECE6/a+4BEGflwWrKPkBeHnjpETsoy5wAbXCsR+wYIzGthGxzKP71\n/l68Fr7fJyXEzYlM+OozRRNWYdCi/8py5wvVjzB/+sbtZcsQQ3+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/DXmXBRJByK+av9j8ARMD8EDH23u5Osy0pxhrCYJ9VZYyEEhMUMRa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j06ZYQaLfhgqQYvVigkE/DoGNSCV4DWFI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\nQIAAAQIECBAgQIAAgVUi8H9qzruih4OuewAAAABJRU5ErkJggg==",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "monthly_dff1 = diff(monthly_ts, differences = 2)\n",
    "adf.test(monthly_dff1, alternative = \"stationary\")\n",
    "\n",
    "plot(monthly_dff1, ylab=\"Residual\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "    Min.  1st Qu.   Median     Mean  3rd Qu.     Max. \n",
       "-1.72900 -0.22300  0.00500 -0.00161  0.26400  1.04100 "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "summary(monthly_dff1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The mean is close to 0 and Dickey-Fuller Test suggests that the null hypothesis can be rejected. That is TS is close to being a stationary and differencing parameter ***d = 1***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "*** Autocorrelations and Choosing Model Order ***\n",
    "\n",
    "Autocorrelation plots (also known as ACF or the auto correlation function) are a useful visual tool in determining whether a series is stationary. These plots can also help to choose the order parameters for ARIMA model. If the series is correlated with its lags then, generally, there are some trend or seasonal components and therefore its statistical properties are not constant over time.\n",
    "\n",
    "ACF plots display correlation between a series and its lags. In addition to suggesting the order of differencing, ACF plots can help in determining the order of the MA (q) model. Partial autocorrelation plots (PACF), as the name suggests, display correlation between a variable and its lags that is not explained by previous lags. PACF plots are useful when determining the order of the AR(p) model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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DEZO3asvPzyy9KnTx+5/fbb0wUsnzp1Ss6dO+dCGhwSCZCAnQhoBcloggbdd60U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\nTBGw7kN68MEHTZHpXpcpLUc5EyVAgJQoSdaDAAIIIIAAAgj4Q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nUOg165Vpx6M//rFmDXa+dzoe6dzdd68M7av230ccjzge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/9dZs+eLcXFxXL11Vc3Y+nUqZNce+21jfNzcnJk4MCBTh8Ruf/++82Q8V7S0+gSfqLD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\ngAACCCCAAAIIIBCkwP8BEBHkrvLm4i0AAAAASUVORK5CYII=",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Inspect ACF and PACF\n",
    "\n",
    "ggtsdisplay(monthly_ts)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Auto-correlation of residual"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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NUkjYARMAJVIvDwww+nbbfdNq244opphx12yFsVqqRvWoOBQNFAkkdpMLgzF0bA\nCBiB8UHABtL4tLVragSMwJAicPzxx6drrrkm79++4oor0sknnzykNTHbzRCQgaT98f5QbDO0\n/MwIGAEj0DsEbCD1DltTNgJGwAhUggCKs95/HPd3vioBdECJyEDi3Q0OarAHaUAbymwZASMw\n8gjYQBr5JnYFjYARGHYEdtlll/rR0UsuuWTaaaedhr1K5r8EAb3AjIHEKWg2kEpAcpQRMAJG\noA8I2EDqA8guwggYASPQDQKLL7542nLLLTOJvfbaK39Poht6zjuYCOi0L05Z4ohkG0iD2U7m\nyggYgdFHwAbS6Lexa2gEjMAIIHD//ffnWmir3QhUyVUoIKAtdnw3xR6kAjj+aQSMgBHoIwI2\nkPoItosyAkbACHSKgAwkbcPqlM6g5rv00kvTGmuskVZdddWxPYRCbestdoMqpebLCBiBcUHA\nBtK4tLTraQSMwFAjIANpVD1I++yzT7rnnnvSI488kg488MB8HeoG64D5uMXOHqQOAHQWI2AE\njEBFCNhAqghIkzECRsAI9BKB++67L5MfVQPpySefrMNHHeVNqUeOwY3qLA8SJxZGXMYAAlfR\nCBgBIzAQCNhAGohmMBNGwAgYgeYIPPDAAzkBSvMohsMPP7xerf33338sD6LQO0gykADEBzXU\nxcI3RsAIGIG+IWADqW9QuyAjYASMQGcI4FF58MEHc2Z5GTqjNLi5tt5667TssstmBvfee+/B\nZbSHnKltMZD4DhLBBlIPATdpI2AEjEADBGwgNQDG0UbACBiBQUFA7x/Bz6husaNu2k42ynWk\nno2C3kGyB6kRQo43AkbACPQHARtI/cHZpRgBI2AEOkZgXAwkeUvG1UCKW+z4DhJBmHQsPM5o\nBIyAETACU0bABtKUIXMGI2AEjEB/EYgG0qi+gwSi8iBpq1l/UZ7+0lRve5Cmvy3MgREwAuON\ngA2k8W5/194IGIEhQEAHNMCqlOghYHtKLGL4yYMyrh4kbbGba6658odiAfCxxx6bEo5ObASM\ngBEwAt0jYAOpewxNwQgYASPQUwR0xDeFjKrxEA2BUa1jKyGR8Tv33HPXDSRvsWuFmp8bASNg\nBKpHwAZS9ZiaohEwAkagUgTiFrtRNR60vQ7gRrWOrYRCHrToQbKB1Ao1PzcCRsAIVI+ADaTq\nMTVFI2AEjEClCIyDgfTEE0/UMZMnpR4xJjcykOI7SBGXMYHB1TQCRsAITDsCNpCmvQnMgBEw\nAkagOQLjYCDZg5Tq72BhIOl9pNtuu625cPipETACRsAIVI6ADaTKITVBI2AEjEC1CIyDgRS3\nko37Fru77rorfe5zn8tC9JnPfCZdddVV1QqUqRkBI2AEjEBTBGwgNYXHD42AETAC04/AOBhI\ncSvZuBtIV155ZV3owOKMM86o//aNETACRsAI9B4BG0i9x9glGAEjYAS6QmAcDKS4xW7c30F6\nznOeUz+oggMbVl999a7kx5mNgBEwAkZgagjYQJoaXk5tBIyAEeg7AuNgINmD9Mw3rjbYYIO0\n6667Zjnjfqedduq7zLlAI2AEjMA4I2ADaZxb33U3AkZgKBAYh+8g+R2kZw5pwGu0+eabZ9lc\nZ5110pxzeqoeio5qJo2AERgZBDzqjkxTuiJGwAiMKgIPPPBA/cOho/p+TtxiN6p1bCWfOrmO\nU+z4I4zrdsNWWPm5ETACRqCXCNhA6iW6pm0EjIAR6BKBRx55JB//vPjii2dKo2o8xC1242oU\nqN5zzz13wotE0LeR8g//MwJGwAgYgb4gYAOpLzC7ECNgBIxAZwhoe90SSyyRCUiJ7oza4Oay\nB+kZYwjjyB6kwZVVc2YEjMDoI2ADafTb2DU0AkZgiBHQAQ3yIE1MTAxxbRqz7neQnjGQ4hY7\ne5Aay4yfGAEjYAR6hYANpF4ha7pGwAgYgQoQKBpI47DFblTr2EocZAxhIHmLXSu0/NwIGAEj\n0DsEnn4LtHf0O6b86KOPpl/84hfpjjvuSC9+8YsTJ/k4GAEjYATGDYFxMZDiFrtR3UbYSnZV\n7+hBUlyrvH5uBIyAETAC1SEwkB6kc889N2211Vbpxz/+cfrDH/6Q9ttvv3TEEUdUV2tTMgJG\nwAgMCQJFA2lUFeZ4SMO4epB0ih3eo357kG6//fZ0+OGHp69//espbncckm5iNo2AETAClSIw\ncB4kJsYTTzwx7bXXXmm77bbLlb300kvTwQcfnLbZZpv0vOc9r1IATMwIGAEjMKgIcLz3CSec\nkNn7y1/+kq9+B2lQW6t7vrTFjlPs+nlIA8bp61//+sSBIHxz6dprr01HHXVU9xUyBSNgBIzA\nkCIwcB6ke++9N6233npps802q0O69tpr53u22zkYASNgBMYFgU9/+tPZi059zzzzzFztUfWu\nxC12o1rHVnIrAylusVNcq7zdPP/b3/6W7r777vzNJbxYl112WTfknNcIGAEjMPQIDJwHackl\nl8xb6iKyF1xwQd5u8PznPz9G53tWuXhfSWH11VdPG2+8sX5WfmVlj7DAAgukcZ3EqT+rjAst\ntBC3YxvmmGOOjMPCCy88thggByhz44yBVvrnm2+++raoqgTitttuq48zbLlizAHzQcSbsRHe\n5plnno6qH8fTeeeddyDr2Kpi2hbX6diId5BxZZFFFkkPP/xwLo7fvW5v3vN91rOelf7+97/n\n8vEmdVNmP3hu1RbT+Zz6Ezw2zsjy1I0sTWc7VlG2xkN0Rsa1cQ2MjQsuuGAahB0Qca5p1h4D\nZyAVmb3xxhvT0Ucfnd72trelZZZZpvg4nXTSSXlbgB5sueWWaYstttDPnl0R9nEPnSoBo4Qb\nnd44JGNQE2omv6onwIMOOihdcskleVJZdtll06233poVjlGUuThxguMw17FT3sEAhYr8M2fO\nrA+VndKrE2jjhoXIF77whQlD//jjj69v8Wsja2mSfvBcWvAARbJooEXVAWKr76xUPS72vQIV\nFDj//PNXQGW4SWAgDUKIuxWa8TPQBtJvfvObhIKwySabpN133720Hl/72teSXmwlAd8Kueee\ne0rTVhGJYYSg825AP7Y+VMFzL2gweYPBOAdkjRfmxxkHDET6g1a7x1EeUGhZIX3kkUcqf7n9\npS99aXrDG96QzjrrrPzyPCv7vEDfyzGu0zZkbGQsjuPxVGjFfsS7MINYx1b1QQ6Qh055p23p\nU+R/8MEHc3HskOiUXit+43Otqj722GPpzjvv7MrYX3TRRZMOF4lljMs9ntTFFlss8W7XuI+N\nyDMyNa6B+ZGxkf7c6dg4CtjJK65xZrrrpA+vN+NjYA2kn/3sZ+nQQw9N22+/fdpzzz0b1mGt\ntdaa7RnbBHoVWF0jdKMI9Iq3ftJlpRMM4qpvP8sfhLKoO3/trkYMAs9V88Dq6LhjgDJEYMGk\nF7Ig+hp7MMp7UU63sgF/3WAQt0pTv0GsYyuMNB52OjaSD4WSukuRIK4fWET8ed93+eWXb1Xd\nps/7wXNTBqbxofosbTjOOCDLhHHGQFvs+tWPp1HsmxbN2AgGg3AKq+SyKcO1hwN3SAMMX3TR\nReljH/tY2meffZoaR60q5+dGwAgYgWFHQJ5qbVOR4jzs9SryH5WoQZhEi/z14zdtrS1ZerdN\n7d/r8mM5d911V6+LG3r6KHznn39+Ovvss8d6N8nQN6QrYAQaIDBwHiS2EvAthle/+tVplVVW\nSdddd12d9RVXXDFvoatH+MYIGAEjMOIIyHDQSuSoGg/+DtLTXkitbuoaDZdeijqruwo2kIRE\n4+u+++6bfvCDH+QEG2ywQTrllFMaJ/YTI2AEhg6BgTOQzjnnnHwq3XnnnZf4i4H3kfpxAEMs\n0/dGwAgYgelEQAryqHuQ4sdJR9VL1kqOMH7lOdK1Xwax5AwebSC1aqmUzjjjjLrniG818g5d\nPFijNQWnMAJGYJARGDgDaeedd078ORgBI2AEjMDT7zuCg95B0nsuo4aNPGXUaxgMJI5gv/ji\ni9Oaa66Z/6poD7w4amd7kJoj+tvf/jbvMGG3yQorrNA8cQ+errbaaumGG27IlJdeeul8NHsP\nijFJI2AEpgmBgTOQpgkHF2sEjIARGEgEtPVJW+yGwXjoBMi4xa5fXpNO+CQPxhHf24NP/o47\n7rhJHzfvlC609A4SNDCS+oVF9CDx0dhBDhxJvuuuu2Z8OBCBo/DZgt/PwCdGNtxww3xC22mn\nnZaP3+9n+S7LCBiB3iIwkIc09LbKpm4EjIARGB4EMJD48GS/t1z1G6FoIA26EchBQhgUeL0w\nYPQuSreY0dbyHEGLNo+GS7f0m+WXIU6aQd9iB97gDv7IyoUXXtisaj15ttxyy+XjmyHOR3Yd\njIARGC0EbCCNVnu6NkbACIwYAijIeBUwkvgbdOOhU/iHyUDig6oyKPBgrL322p1We1I+lH4Z\nwjzAWOqXgRTLGXQDaZ111kk6Shu+11hjjUk49uuHZCC+P9evsl2OETACvUXABlJv8TV1I2AE\njEBXCLBKLqUZpdAGUldwdp2Z7Wd8uFdh/fXXT7vttpt+dnWVMSwitHu/tthJ2afsQTeQdtll\nl4SRRNhrr73q9zmij/+EmQ2kPoLuooxAnxDwO0h9AtrFGAEjYAQ6QQClWe8fYSCNwyEN/TIK\nptoev/vd79LWW2+dokLMy/ryZkyVXjE9bT1dW+woW2HQDSTw5mCGq666Kr3kJS8R232/ykB6\n7LHH+l62CzQCRqC3CNiD1Ft8Td0IGAEj0BUCRQ/SoBoPXVWylnkYttjxrRvxyXZHQjQsckSH\n//AMYvzKWwiZfm6xk7JPuRxZjdwNcnjooYcye9PZH9T20WAeZMzMmxEwAu0jYAOpfayc0ggY\nASPQdwRQwnSymbfY9R3+SQWuvPLKdW+RvEZVGRJStqOB1M8tdipfFR70k+wefvjhzOp0GUix\n3W0gSWp8NQKjg4ANpNFpS9fECBiBEUSAlf1RN5CoY9w6OKjvWXG09FprrZWlbNNNN83XomHR\nqQiKTjSQpsODJM/YoBtIjzzySIY6yk2n2HeST+1FXhtInSDoPEZgsBGwgTTY7WPujIARGHME\nUMRG3UDStjU19XR5BVR+oyvt8KpXvSo/3mKLLfI1ehIa5WsnXgp3NJCmw4PER08Jg/4ekj1I\n7UiV0xgBI9ApAjaQOkXO+YyAETACfUAABVxK86husSsaSIPqQaK5ZcgssMACufXjuzvdiIPo\nqq2hxb3iu6HdTl7VQ9/0GXQDSe8gTZesCC+wtQepHQlzGiMwXAjYQBqu9jK3RsAIjBkCKMg6\nxY4tV9OlEPYS9qKBNKgeJDCQx6hqA0l1jgZSP7fYyRAbFgNJW+yEWy/ls4y2DaQyVBxnBEYH\nARtIo9OWrokRMAIjiACKq5TmUf1QrAwkGYLT9V5JO+IjxbhqA0l0MYoUaPd+GQAqf7nllsvF\nD/I7SGAir810yYrwAizxonbz1QgYgeFHwAbS8Leha2AEjMCIIoAiiAI46u8gFb0yVRoFf/zj\nH9MHP/jB9NnPfjbpvZVuxEWelqoNJNVZbQ2P0+lBuvPOO7uBqad5YzsKt54WWEJcMssjfwep\nBCBHGYEhR8Afih3yBjT7RsAIjC4CUsLkQRr1d5Dmm2++3JhVbSN89NFH84ddUagxNv70pz+l\nY489tiuBUZuI1+hJ6IawDK+iB6kqLFrxpnosscQSOel1112XeM9n4YUXbpW178/1/hEF9wuf\nYiXVXsTbg1REx7+NwPAjYA/S8Leha2AEjMAQIHD//fen/fbbL22zzTbp3HPPbYtjKWHaeoby\nPF0KYVsMd5hICqa8MlV5BW699das5OOFA8urr766Qw6fySZDgjbhT7+fSdHZndpaxjBUdK9n\nnVFuL5fKOOaYY3KGW265Jb35zW9uL3OfU+n9I4qtSlamWoXY7pLfqdJweiNgBAYXARtIg9s2\n5swIGIERQuCQQw5Jp59+erryyivTHnvskW677baWtZO3QoryqL6DpHrOP//8GZOq3it5znOe\nk1ZcccVME+y23Xbblpi3SiDFmK1w/Ol3q3ytnstAUVuTXt4kPWtFo5vnqsfvf//7TIY2+N3v\nfpcNzG7odpL3xBNPTBtvvHHae++90wMPPDAbibjFbroWDCSzMGcDabYmcoQRGHoEbCANfRO6\nAkbACAwDArwLI0UXZf1vf/tbS7aVXu+ljPoWOxlIVXkFwO3oo4/OOK+00krp0EMPbYl5qwQy\nJPphIMlYqgqPZnWTrK222mr1ZKuuumrft9j95je/SSwm/PnPf05nnXVWOuyww+r86GYQtthJ\nDuDJBpJaxlcjMDoI2EAanbZ0TYyAERhgBPbcc886dxylvO6669Z/N7qREjZuBlKVXgHR0jtD\njbBuNz62Ce0SPQnt0ihLJyNIRhFppsODhBG51FJL5e193//+98tY7Wnc7bffnlgIIGC0sdWv\nGAZti50PaSi2kH8bgeFHwAbS8Leha2AEjMAQIPCWt7wlrbnmmpnTI488Ms0777wtudaqvpTm\nUX0HScd8V+1BAuAHH3ww4yzDpiXoLRKIDsYR7yCpjVpka/lYdGUUkUHtXlUZzZhQGTNnzkzL\nLLNMNlJ0YEOzfFU/Y2vd4osvnsniaWWbXTEMwhY7tRe82YNUbCH/NgLDj4ANpOFvQ9fACBiB\nIUFA79bIW9CKbSlh4+ZBEk6t8GnnuZRpGWHt5GmWRh4j2gQDRr+b5WnnmWRCbU0eGUh61g6d\nTtNI1igTD44Mpk7pFfPxLtF3vvOddNFFFxUfTfrNQR3vf//7c9zLX/7ytNFGG016zg+1Kffy\nEHLfzyC8KNMGUj+Rd1lGoD8I+Jjv/uDsUoyAETACSVuDOH66nSAlTErzqB/SUPUpdmCs91WE\nZTu4N0sjw4E24a9qutGDpHuV2Yyvbp+pDOqEkVSl4YEBsdlmmyW+rQTdfffdN5/o2Ijn++67\nLz9qtHXNBlIj5BxvBIxAVQjYg1QVkqZjBIyAEWiBgAykRopfMXtUWnnGyn4/vAlFPnr9Wyvw\n2mJXpXIuA6kqTw8GEYYLxmovttjJawTmuu9Hm8vQo0wZZlWVy8l4d9xxR/a2IdOnnXZaU5G6\n++6783O1XTFxNJCq4rFYRqvfUZ4kv63y+LkRMALDg4ANpOFpK3NqBIzAkCMwVQNJSpgUZRTX\nKrefDQqc2v4mA6lKpVdKtrDsts4YEhhGBNqlKrqqs7yF0JehIkOZuF4FlUH5Klc8dVvms5/9\n7Dpm0Fp77bWbkrzrrrvy87IjvnkwCAaSDEr4aXfBg7QORsAIDAcCNpCGo53MpREwAiOAgLbW\n6dqqSlJapZCP6jHfMjJkIFVpBPbCQJIRQ7tUZUSorWWcIBsyjPWslbx081wKf/QgqVzklWO3\nO63roosumo466qg6e1tvvXX9vuzmnnvuydFqu2KaaCBVKSvFcpr9FjaksQepGVJ+ZgSGEwEb\nSMPZbubaCBiBIUOAVWZtHWt3xTkqrVR3VA2kXnqQpExHhbYb0cGYk+Giqwy8buiKP9GElu47\nNUymwo/K1ztI5EVe+X7XOuuskz/c+prXvKb+Ht1UaJOWj/YqXH755botvcqDhFyUYas2JXM/\nsCljMvJlA6kMIccZgeFGwAbScLefuTcCRmBIEIheo6kaSPJY8N7LdCmEvYS5aCDJkKyizOiF\nUDnd0MWQkEdPVxmy3dIlv4wi7uVNkvFCXLcB+dE7PpGW6kD5GOIEyuVDu8KQjxv/6Ec/itna\nvo/YX3DBBU3zyUAikY5pjxmigVSlrMQyWt0LL9LZQGqFlp8bgeFDwAbS8LWZOTYCRmAIEajC\nQEJhlvI6hBA0ZFnKs7bYVWkESrmn8Ljq35CZFg+gISNGhmtUlltkb/hYdRZtEupezxpmbvMB\nhyXwLS7+tttuu0lHecsIix4kyl1yySXzgRQUgTGibxS1WWQ9WcT+r3/9a7r55pvrz+IN6WKb\nlb2HFA2kqrCJPLRzH9vcBlI7iDmNERguBGwgDVd7mVsjYASGFIGo1EVjqVl1pIRJEcc4QiGc\nrvcumvHazbOigVRl/aKyHZX0TvmlTeQ5UruonTqlST7RkFFEnO5lvBDXTfjCF76Q7r///kzi\nyiuvTNGTI2woU54rZO1973tfWmmllXIevku0+eabd8SC6Oso92222Sb96le/mo1W0bsV20+J\nddgJv6uUFdFv56r2Iq0NpHYQcxojMFwI2EAarvYyt0bACAwpAtEoKm6xO/nkkxPK5w477JCP\nQ1YVpRhLUZb3aLq2FYmvqq9F5blKr0BUsFVON/yjGMsw0rUKusW2hkcZKnrWDd/klXHCPTIU\nfwtz6qRyiVtkkUXS61//erKUfrQ1P2jjn4xgYcU3kXbbbbfZchYNpDIPUmxT8T0boR5HqB4U\nw/10GWo9rqbJG4GxRcAG0tg2vStuBIxAPxGIq97RQGKr0QEHHJB4v+PnP/95Ouigg+psaZVa\nijjvIBGmSymsM1bxjVbgtcWuSgMwKtPCsxv2ywykKgwYtamMYXjUvZ51wzd5P/ShD6WZM2dm\nMptssknacMMN6ySFDcZRNJBIoPqVGSt1Ai1uZFCIFsmhV6ybDKQFF1wwU9Q7SFdddVX6xS9+\nkQ2R6I2tUlZaVGHS44gXD2KfnpTQP4yAERhKBGYMJdctmF5ooYVapOj8sRQVJvJ55523c0JD\nnpOVbHAe51UzlFXhMOTN2TH71B9lqpd9rmPm+pRRSizjgTw8ZUVHRQ5lUZih7MnwIc0///nP\n+jMpqgsvvHCO0/jDyv98881XVsyU41jJ5yOea6yxRl0xnjKRWgZ4ox7icSo0pCTr/ZYq+1VU\npmkr4T4V/mJaFGOwh448MNSZ32ovKfcxX6t7yQ55xaMMRtFvRaPV89VWWy2tv/766ac//Wn2\n3qgc8iF7KkeyhUyTRryBZczTqDzkoJhONDDKLrvsspz1wAMPrBtsoiWDaNVVV03XXntt9s58\n4hOfSMcee2xOssUWWyS8sfCGV6pKWREP7VzVZzE477333knjoJ5VIW/t8DKoaaj/dLXPoGCi\n7bj0Zd0PCm/95AM5YLwcBJ2xXR5G0kDSZNuLxpeSw7WX5fSC9yppImDUv11Bq7LsQaM1znKg\nthhnDKT4qU8Ik+JVih/xKHjCjCOUMU5QBgms8uuZPCuUQZzKil6MnKnDf+eee256+9vfnpVj\n+DjnnHPqXoupkqT+nY6LqqcWnairMJgqHzE9PEUDiVX+bujK+4EhAR0Zx/DPb42HnZQhj4Ta\nmnqovTGoO6EZsdC95FA8K14yRTnFcsUbhkC7fBTTycOy5ZZb5kWAm266KXtOi+kw2AnPfe5z\nc5+gzOOOO67uxTrzzDPzcwwT0tImRRo5QY//acsghiA84iHme08EGUitxoQeszjt5JEjsJiO\n9pn2ys9iQGNCp2PjoNSjCj7AgL9hCSNpIGkg7kUjMDESGBw1afSinEGnySonOKvzDzq/veCP\nvfl09l7KWy/4rpIm/YG/ccaAPkB/QIlthoNejgd/lPaY9r//+78TiiMeFLY+6ZneW6IMxZGf\neClh/O40fPazn60rnhhol156adpggw06IoccgIEUx6kQUd2iYq64qdAppmV7XRyj+N0NXbUH\nfEJHbaD2lMcH4yOWW+Sr7Lf4KhtTKFfPy/JOJU7b5MSz8tJ2GHyxHJXLMwIfcI3Plbd4xeNZ\nTCdDFcwYO5k/y+QYbyZh5ZVXzleMjxVWWCFhUBHIi5HHFQMJOsWycsIe/5NRT10J9O/oAcWA\nwzCYDt56XPUpkS+T5ykRGPLEeJXxyDIuqh8NeZU6Yh/vUXFRpiNCFWSSp78VKb+D1AohPzcC\nRsAIVIBAfAdJirbIauK877776gYLz+Sx0NYMGRBVrcguv/zydSUfRWappZYSS5Vcr7/++mxw\n4Q348pe/3JAmygOTlhag4KWKIKVctDox3pSXq9pDfOqq9otpp3ov2vJKkV8TuZ5NlWZZer2T\nVcQCQ0NlF8tV+TKuyui2ihNGeAllSJYZD3oHSR+WxRj6xje+USe/884753sMJEJVfSETm8I/\n1UcGUlldpkDOSY2AERgwBGwgDViDmB0jYARGE4FoIBWVKf3G68A7SApSwqS4ymNRlQGB50ov\n7XOc8/Oe9zwVXcmVd0xuueWWvIp++OGHp5sbfPsGZR3FuWoDUMaAKtOt11/5ZRjpKgNC5XRy\nFQ21NTR0X6URIEyKBhLlqz4ykFSueIte0KnWUeVh7OsdJ8l9pCUDCaOagIGkd734zWEmBBlI\nVfWFTHQK/yQL4kMepSmQcFIjYAQGGAEbSAPcOGbNCBiB0UEgeo2KimFUrqKBJMW0qLhWpRQu\ns8wyacUVV8wgb7zxxpWDHesFcSnJxYJkIEkxL25PY2vX2Wef3dDAKtLTbxkD+i2DU7+nelV+\ntYeuip8qvZhebS2jiGfCQ89i+k7v5VUr8lzmQZKBJHnDw9lpUHkYSK08SKRhWx0BA+kf//hH\nvVi+30SQYSLe6gn6dCMDSR6koqz3iQ0XYwSMQI8QsIHUI2BN1ggYASMQEWjmQYrKVVQGpYRJ\nEZeHpWhAxHKmei8jIvIwVRqN0n/84x+vb+HjA6PPf/7zS5OiPDfyIGEwvvKVr0zvec978nd4\nOOq53aC6aYuilPR28xfTyVARPV3VTsX0U/kt2tFA0r0MlanQK0uLkS5aRWOV8iVnxXLFG/k7\nrauwb7XF7q677spbPWV4FA0kHeJgA6mshR1nBIxAVQjYQKoKSdMxAkbACDRBQAbSYostNtuL\n29E4acdAkpLbpLi2H6GAEoperSIBVuo5QeyEE07I368pPi/7zZHOKMSEt73tbWVJchxlo5zL\nAIxeAY6kBh8UbBT1U045pSGd4gMZSHp5Xkp6MV27v5VfBoSunRoNsVwZIfIa8Uz09Symb3TP\ne0KNDGjhQV7VRXSog8pTO6hcXUnb6XtIKg+jstEWO/jmUIYlllgiH4lMOuQzelXFr7aGVtkX\nRLudq+ojQy324XbyO40RMAKDjYANpMFuH3NnBIzAiCCgLXZLLrlkrlE0SKJyVWYgFRXXaEB0\nC4+U5shPGc0Pf/jD6QMf+EDCK/T617++fmBBWVrFodyqbmyTKwtHHnlkYuvWbbfdli644IKc\nJCq9fA9HCjrGwwte8IIyMqVxqhsKN6FbQ0b55TnSVfGlTLQZqTrLi0M2GUuqfzNSKOzbbrtt\nWn311dO6666b3/0qphcexEvBVxrKUNmSN8mZeCNtp9vs5LECM22xk2yIB4wjytJhIRgf0YOk\n95JIL8Mk8iY6/biqzeXpKtalHzy4DCNgBHqHgA2k3mFrykbACBiBOgJ690PKugwmEkTjpMxA\nkiJe9SENKHVS9CIPdabDzVlnnZWVahTrm2uHLXD4QqsQ61JmIBGHgUTAe/CpT32qfp9vav9e\n/vKX5yPQ+f3iF7847bHHHnrU8iqDQJhLSW+ZsUECGRVFQ0IYlmUDV741xals73jHOya1dUwv\nGjKKeCZDpR0j4Mc//nH69a9/nUmyDa3s1EDJIImKWFA31Us8yDCL5Xd6UIOww6PYyIMkGdEi\nQtFA4gh8BXmQGnnLlK5XV7WXDLVW/adXfJiuETACvUHABlJvcDVVIzA0CLD1KypAQ8N4jdHL\nL7887bPPPumoo46qK/qDyr8MIil/UaGKymo0KqSgSlGW4qqV/W7rKgMCOpGfMrrrrbdePRrl\nVC/R1yNLbmJddDpZTEa9ZPQRL0OwKI86SAIDSUp8pNPoXvWTgSQlvVH6VvFqD/EgfqUsl+X/\n5je/mb8vhTF6ySWXpG9961v1ZOQ77bTT0ne+8526R0dtTSK1t8qtZyy5wfCIcqGtjTGp8CAu\nyhy/wVxlq1y1Qyy/WwMpepCizEFXR3j/5Cc/yd9cwviA57///e+wmF7zmtfkK//kuRGP9Qd9\nulGb8w00gj1IfQLexVSCAIsReJzx0HPa6HQtNFRSmR4RsYHUI2BN1ghUgQBKJSvBKFWakKug\n++lPfzq95CUvSeuvv34eINm29POf/7wK0n2jwXG/O+ywQzr99NMTHzw94ogj+lZ2JwVhiLK1\nSEcWR+Uw3kejQm0uhVzvhkRFuBNelEfvH/G7lYL3+c9/XtnSBz/4wfq7RfXIkpv47oi8AzEZ\nhpZOz0PhpR0Jxfrx4j4h4pQjWvyTQVD1O0hqD13VTmXswLOUeOolQ5m0u+22WzrggAPSRz7y\nkXTeeefl7KLJDxks0UDJiUr+se2RrXWERRddNG+HLCYTHsRHY1H8q+yigST+ydfpO0gyyKKB\nFGWOMU6yD58YlvLO/OUvf8l1WmuttWAhB/FclBU97/WV8mmfRtsFe13+ONFH/j/2sY/lQ1qY\nu6arzUcJ8y9+8YvpqquuSsxLp556an38GaU6dluXGd0ScH4jYAR6gwAT8H/9138llENW2Tne\n9ktf+lLXhV188cXp6KOPrr/XAUEGyY9+9KPpwgsv7Jp+vwjccMMNde8DWP3yl7/sV9EdlQPG\nrDaXGUhRUYxGhZRAKa5VG0hxy1Ur44P3QxSiYaW4sqsUXp6VeZCIZ6se3o5rrrmmbhBEhTzm\nbcUjaWNQ/dr1IOGpYKsa2+E23XTTSCrfy1BRe8iAUTvNlqEWgVdExjsKv7wkKHkXXXRRXdkT\nPjJOoCX6RTzKykE22H5IP9hss83S0ksvPVuyRgaS6qXyxIPK1XMIdvoOkgyyRlvstO2OMhjv\nSCcDCdnjBMSvfOUrPM7hkEMOyVfxOCu6sgtyiWH2spe9LC200EKz0aXNkQPxHfvwbIkd0RUC\neFhPOumkbNTTLizovfnNb+6K5rhnZiyIhmYcG8YdG9XfHiQh4asRGDAE8JDccccd2XOEcqEX\n2Ltlk5X8uK1J9LRdSL8H/Yr3SzxTn+22226gWcZzgIGkFefoSZByxQl3TFR6JsVUimvVBlI0\ndMRDIxBvrr13pIDi2E6IBlKZB+n3v/99uummm7IXCWykmBe3e8h4mKqBpElfBlIzQwbFn3dc\n/rv28Vw8O1//+tdnq6Lyy0CS/Cl+tgy1CBQ6KfHvfOc78wltpKMtX/SiF82WJW5hEx6Sg9kS\nFyJUjuSn8DjLluLk0eG36KtexXJFl7SRP363G2QgRQ9SbE9OOdS2TYyhXXbZpW4gUcayyy6b\n2HqnoLxFWdHzbq4Yrq961auyHHAtqzNtHuvSqv90w8+45+UAF8koSj2/HbpDgA+Dq7/Tt7bY\nYovuCI5gbhtII9iortJoIMB7F1LsqBFHJlcR2IrDFhyCFCEGSm1vqqKMftBg29Shhx6ai0Kh\nanaMdD/4aVUGSiveozIPkpS9lVdeOZORYSHFWxNZ1QaSDAgKFQ+N6tGNgYScFQ0k8JBHQJOz\n6hcVcvhR3lY8FnkvepCiUVBMywEH8ATm/P3gBz8oJqlvc1V76Crlf7YMtQg+cKtQVKJZGS8u\nVnCggwwcGcZFPESveJUS2Qgn4UG+iIXkTOXpqhVm0SVfmbFAfKug8hoZFSwc4PkifOYzn8n9\nRB4k4vioMe8gkR950kJDu9hAo93AUfbQBRfqi8FUDLQY6uddAABAAElEQVQ5ONmDVESm+t9s\npdZcxdXeo+4x5t0jbVnl8BjJcfeUR4eCDaTRaUvXZMQQQBE47LDDcq24/5//+Z9KaoiCLkXk\ne9/7Xl5FwsDgnaRhDVGBG8Q6oGyhHEcPUlRipTg/+9nPzuwXDSQprDIgpLh2W9epeJDwaBLg\nAQ9SOyv31AMDgHrJyIEGBgDeGhkhUtBlLBTr16kHSfXTO0gqBx6KgeOxVSfqyMdpi0H5ZRjp\n2kj+KF91hJYMH9HlvSvKpH8r8I4P20cJUgob0VceXZUuypaecY0GcTTqlE/1kZwpPhohnb6D\npPKoq4ybIp+irQUcHcQA76xy8x4KJx3y0WC+yUUoykqO7PIf42HEgC2XxQA2sS7qw8V0/t09\nAhzv/rrXvS4TYueAPI3dUx5vChpX49g83ohMrr0NpMl4+JcRGCgEtOqKciHlsQoGpeyylxtl\npaiodFIGih4vWu+7777p/PPPr5NAKZTiWY+s6Ear2fH9mIpIV0pGinErA6noQZKCKgVaSltV\nSqEMCCrbSgbYCkdYZ511clq2f7YKvE/FqX0otyiQvIdFuOKKK/LJZJILffwVGecvKuQo9eoH\nrXgs8kNeMNeJblLSi+n4/axnPSvtvvvu+REGHSc7FYPyy5DQVfExPS9As+gATmq/Iv8yWPju\nD7RoXxYwWN0lyDCWHET6ZfdKVyxHaVUev4Up9zL8VJ4MM7WDrqSt4h0kGUhFo0IGko7w1pVy\nkSH4w8PGN7me97znET1JVnJEBf8Yw1ZZZZVMia27ZYtHtDltppX3WBfk/Gc/+9mkRYEK2BoZ\nEozXvCuncbGdiknuNHe1k6dRmj/+8Y/pTW96U37Hl7FoXIPed7WBVC4BNpDKcXHsCCDA4QaN\nFIVhqZ6Ot4VfneRVBe8ou6yqs4UFZSVO7p3S//a3v50OPvjg9N3vfjfxrgUv3e+3335ZkeFd\ni2uvvbZT0g3zSaHCUKrKaGhYWBcPZBg02mIn/IseJCneUlyrNpDilivx0KiaKCYYG3yXiNDq\nPSSMHyZgDA9tFdVEjPIppZs6xY+/opzLcKIcrXJy34pH0sRA/fBCyEARnjFNvJcMoZjL+InP\nZYCInq6Kj2k5UEVGiOpaHI+E/0tf+tLcd971rnclvjclw0DtrvyRftm90hXLUdpoIEUsxL/q\nXCyX5zIytSghmu1ewYK2pn1lVBT5FG3VP3qQ2GIXQ9V9IdKmn8prpD4Zn3OPUQlewkV1QV7p\nI2wHXG211dL1119fzDrWv3/7298mPhnwlre8JW2wwQZtG5FS5m+99dZ6v+oUSN4xxED7zW9+\nkw9N0QJBp/SGMR/GqeYljcvd1ANd5eMf/3jilMEq6HXDS1V5bSBVhaTpDBQCvIDIqt8LX/jC\ndHHt1LZhDXGVfiqDTlQwi3VHUYGuVkhRVjS5F9NO5Tcr5ppoUF44DYxvvBBQfBg8qw4ykFBs\npVxVXUYV9DQRRQ9SXD2V4r/SSivl4qQMFBXXqpXCdj1I4IuBhMzIu9HKQEJRRGFHsdW3nyTD\nKJ977713ruuaa66ZT1AUztRRij5x0UCaqpxiEHACmQyZaBSovHjV6nQ0JOJz5ZcBoaviY1rq\nXfT6xjYnrcphoeLd73537iPCl+fy5EgOiGsW1P+K5SiPyuN35Fn5VB+Vq3agfIwBDJdO+xnl\nyZhoZiCxYKN0MpTgFw9SDFX3hUibe2ElmS0+BzMwUV3Uh9n6x7gEZsRx+prDMwiAB7ggW8jS\nD3/4w2ceNrnTmMjcxsEn3QS2/mqOpK+orbuhGfNyiMT++++f/t//+38pvrsZ00z3PR+TVmgk\n43oerzfeeGNia37UTXiOR+7YY4/NJ+TqpM6YbxjvbSANSKuxkvHXv/51QLgZbjbYv699/xgD\nn/zkJ4e2Qp14kHjxm+0nGIdlLxejBDI5aGW0qi12W265ZV0hZPLjeFxNQjSAlK8qG0MGEjQH\neZtdmYEUlX0UBpR4GQNMQJzwVlRcq1YKo2IQ+Sm2EZMhvLAFUFubWhlIeo8KxVYGkuoHfa3Q\n77TTTvWPfhKPci5PDr9jnmY8kjYGZA8PDcZHuwaSFC+1V6THvQwV0dNV7RTTH3TQQXXPGZ4h\nQpF/eZDKjpEmvfqMDBXimgXxVyxHeVQefV7eLZ4pnzxIMpAUT3vAC+8GxT4nuu1cMZCEF+UT\nZFQoP7SjURQ9SEUDScZnu9iojHavkoFGyiNtTn1UF2HO+zHiif6qRY92yx21dH/+85+zl4aD\nFTgIBTw0jiFf7bxPBLZxrGo19rTCkBMSY+Cwgk984hMxqqv7HXfcMX9biAXCrbbaqitavcos\ngxP6jWS8WDbbEV/96lfn7+BxuqOMP9pGp3XSpr/73e8mzf1FOsPy2wbSALTUXnvtld7whjfk\nU8qOOuqoAeBouFlglT4q5nGSHbaaRQMpKoqN6sFq2Ic+9KGsiLE694EPfGC2pHqXpGggRcxm\ny9RGxGtf+9r6Xn0mHF6q1YcrWRHm5eqqQ1TWtEe96jKqoKcVfWST7TsEKVTcoyiCESuOBIw9\ntiky2UhpJV6KazQgiO80RA9SUVmNNGU4dGogFbfYQVsGrQ5QUHnFd5Di5N2MR+XXVcbAVLbY\nyYOkvKKlq7wuMlzUNmUGEnVWH+OdGUJsc36rnEZjlMqRoUKeZkGKebEc5aG9UeiRwWggiX+V\np6vkjPJRauVB6mSsoLyigVTks2ggRWOJ97SKAZ7EY/FZt7+lkJeNu9QfTMBJ3i7JJuPe2muv\nnYvnsAe919YtP8OaH2OBhbrLL788cc/2Ni2OgKP6ULP6ydshY7TbxWQOeiAwHhNoy2OOOSax\n/a/bAC34Qy75Y+yUbHRLu8r8cct+HGOblcHCM2MMfZmrjt1n/NJcT34O4NECRjN6g/7MBtI0\nthDHv7K6gIuZjsRgUcWHQPtRJXjlJWYmAPYSS9npR9mtykCJYxAmMCF/7nOfa5VlYJ9HN3Yc\n0BoxrEFZzxmsi0GrPtpip0mnikFcCh+rhsgI3/UhsI2KU8KqDnG7Ty9k8LrrrsvfxTnjjDO6\nYj0aSMI7Kodgj6Il/CgMDwwKuZRV4rTySjtXEaQEYnhFfoq0o8zg7WBCZDW42fsVWqFk5V9G\nUFQ21V56pjKLHqQo90zKUuaVvtH1V7/6VX6E0i0lTAZOWR54UzvFdohpVbYUfbWN4mNa7jHa\ntcWPdhd9pRP+jTxIMojL+rFoxKv4aNSWlEdZyFrEQvSFk+RM8eBOXenPyJ74jmW3uqc84VbW\nB3gO3zrBDnp80Frhpz/9qW7r16Ks1B9UcKM6RpkVWeEsvKhPHD9lzHGgibbgKe+4XTEQmAsI\nGOhg9+IXv7gOA9ux3vrWtzb1TGoskRLerYHEuE5Yfvnl63xwI3mfFDnFH/QTPqWhwMfeB1EG\nhCl80u+i/Ir34pV209jAmBDn9OOPP76evEpvXJ3oNNzYQJoG0CmSVfw999wzXX311ZM44IXm\nYQg/+tGPEidPMYlceeWV2bBDoft47T0TPrTY7opEr+q60UYbZdJsr8GIG8aAwsDkrEm4bKIu\n1gvlJ34PqOzbRmUeJOg0UqqKZTT7ffvtt+fHyAXlcFADoagY5sgK/kUPkhTuCshmEvDPAsbX\nvva1fDLfCbVvo3QatF2HlXsphxETsOfZ9ttvXy+Cd3SYsKVU8kCrclUaSNDESGk2QcqzwuLD\nV7/61WzIwT+eb7V5nfFZN/J+xi12cVyQx69oIBW9ApJ7eRPakVP43XXXXTMnbF8++eST870U\n21ksTrrIS0Yk+Mb2UULlV59U2yhe6XSljlokoN2LvMsQa+VBQhlpJygdclOm7FEeZcF3NJDE\nvww+XUWPK3EyXuLCRDt8kYby5G2RwhhlTn1ZZfAex6mnnlonzxHfxdBLA0ltE2VW5QtbtT/1\niXWRLMnIUr5+Xul/LGKoDftZdiwrfr9P3+ATLow99LVf/OIXeVyJ+eK9PEg6IIb3YLoJMpA+\n+tGP1mVy4403rnv+uqFN3i984QuZBGOZxp5uaVadXwtPGlfL5LxYJtuhNV6/8Y1vTNKzSKcx\nhHttr+Z+mIMNpGlqPVZkpezAgu45AaTqgBHGh8A++MEPVma4xK05TBZMbuwx5iU9vkBPR5rO\nIGUZBUWrV9PJTydla5DRCV9SFFvR0rYeJu2y/c/RGwAtKexF5a1VOcXnKE2RBoc0iOcyZbOY\nv5PfUVFTm7eiwz5qXojnY5TN+OLQCSnrDP5l73O1KkvPZSDFQxoiVihXtBffusKzxz1bJVEq\npaxCK67eiXY3VxQVjGqMs8hPpAnvqvtyyy2XLrzwwnqfYtxCCSsLWqHksAJtsZM8kF7tJQNC\nNIpKr/Lw4WRCVESVp3hlzBNWKGAcuUyI28r4jfIo5UtKLfEEKchP/3r6v5QAtYmuio9puUc+\nVb8yA0mKYiMDaaoeJCnulF3WnmpvFPuIhfLJ8FO5Uq55TpyMl9jvKKudgCzLoKAc6EUeRVMK\nG3ipDaFf5mVD/sRjOzy0mwZe+SOUKY56pvZvZCDFebLdsqtIx0mIbCPbeuutE4qs2rcK2lOl\nIRknH2MuQbgIP9pQBnJOUPinuZAFGrw+VRhILNxsuummaZ999smlaUFFRaPLsPOBj1gXxwal\naXRV/Rh7pNs1Sjtd8Rqf5QUqk/Mib4wZGrfjYTKki+MlixujEGwgTVMr8gK7JkU6kD7cGSet\nbllDSUDJ4nQRvkvDahynu1URMIb04jX0MIhYcWegYzBm6w2Dw1QC3gaU6mZKa7v01IlbDbzQ\nY9DGCGEi0UDcbjm9TKftdQzSBK34tCqTFyQJKJJlygPthBISFTfSR2WF31MN4leK7De/+c06\niSratE5s1g2GryYiotTmxXTxN5MCX2VHzti+wwpio0AfFX700c0337xR0pbxMpAwRPgjRLxl\nIBGPMcFv6kdfktLKMymuVRn94Kej3iM/lKXA+KGtdHiI2TIixRU+OKK6GC699NJ80hHxf/rT\nn+pjRZyE1V6SQ9EoKr2Se8lVIz6VnyvHCGv8gVdteYmGDEoW74rwvhxKkLbtaFyOE75oK78U\nfV0Vr3RcwRb5Uf1Q+Iv9QMpjmfIPjahA8rtViIpwsSx+gwntjUIvJR+a4l/lSc4k/1yJk/Ei\nY6YVP/E5c5vwIh4eYltKQVYZ9IPDDz8884tiXPahbHgSj7Gs4j3vlrCVPY4XxTTxt9qFODAt\n1ld4qT7RQELG1d8jnUhf99BhDGIlnrpW1a/BClz4w1siT77K7df1nHPOycdpqzzhzxVvovo0\nYxw7ahoFLWKw2ML7S4wdxTZplLcYj3eZhVP6PUHyJvkjjrHh0EMPzQt8fJ6CA1emEjS2kSfK\n+FRo9DqtMJ2KgcTBQRpXi7Idf3MU+ygEG0jT1IooSaxeENjCo5V+PmBWRcBLsO222yaUVA3m\nDJYIeBWByR6DQoHOxiSmwDcgpEQprtmV1RroYcBhLHZrKMYBKt4XecCbAP4M2Ewihx12WDHJ\ntP3WFiVWapiAtZLeiqH4oqkmauVBFljdWaXmpVCANqGdlXnlKbvKQEKBJsStV0VlrSz/VONo\nMxQKbUtt1s6ijRIsJQQs9J6Knscrpy2haBPYphm3LsZ07dyrHaIHSZjAB5MOfYogZZmJlWfR\nQNJqpCapdspuloZJDYMgKngxPUoD8iTMLrnkksSJbBiZBBZgiqeLEY+yoz6M55o6oXzHNuIe\nZV1KOfkIKL2xfsg9uMnQKCocTMZR5qHByVjvfe97uU271rba8QfdaBR85StfqXsHMAB//vOf\n5/Sc/khoZiCpTcQ77VQM2kIovsu8dCpDbV6kIfrR8Cmmib9juiJOUmBobxR70gpn8a96gRVB\n9LjCi3BmcSFiGXkou2fuoSxtsSMN8h55lMIrLxVpeD/lD3/4Q37BXwot8QrMMZJNxRWvp59+\net4Kiqfg1a9+dWm7FvOovyo+GvbEqe7CK/af6G2ISrdoxSsf1maO5lQ2tq5yRHg7gW/OcRJb\no22/GB5xrMCw6Heg/2kniRYdZCAhi/R9PNPwyfga56Qir/J2UA+dese2vE6Cttfp478ykCR/\n0IzthnzFcaudMqO8dDuvtlNeqzTq5zEdOhvy+9znPjdHt1NHLb6SQeOJaMbfNpCEiq8dI4Cx\nwqTDqTey4pkMqgisepQZKPEdh27LkQIPHQ6ckKLN77LVPuIVGDRYxedkGwIDPZMoEw8rPJqI\nlX6q19jZ42BVpKMBm3jKl1JTTEddGczjIFBMU/Vv4cu2JlZTtZLerByU7rj9QAqY8rD1gsFS\nShvxUsyjsqL0U7nKIEKW42SH4SxjYCr0lFbGPh8VjIclaBLTlsLY5spbvDIpRgUM2niGeE+l\nLOD9IEhRLEvTTpzqHw0k4a0JVO0gDxNKWtFAUp8um/Da4SOmoU7wgPJC2SgCMmqUDuVB+KLI\n6CVpjnglRIVXeehHqi9x1I849q5HI5/20n525eVKHWP96L94q4WP8CItyiXvJeAhwgiKQVhp\nIQqjINYvGiVgIQVpKgaSPAgyMGL5GkvU1+AfHGJa9U8pkDE/90VDpfi8+DvKqeRLaTR2UW/x\nLTyUTwaZrmoHntOmeAYJXBmz2w0qR+WSj/ki8qj+LIW1HdrgA6bNwoknnpjTMLcgSyyKtQrC\nSumi3BInvFSfRgZSkY7o6cpileSBevCbhSbmT95dKasbJ4dxKuJ5552XvRzf//73Ra5+ZaGP\nsYZA/42Ll/VEPbqhTeEpjtXCS/MtVwwkFHS2zGnuaMSSvB2MN7z/TGCbNAs2Uw2SYRlImg8k\nf9DDs6yt7Yx7jTxIfI4Bw7to2KrvQyuOV/zud+DgL2SAnShxQRCjc+mll65vf26mJ4nnqJdp\n7NKzKOveYidUfO0IASYMvEV0QgZZvi3CYF+VgcT2IE1uKAprrLFG5rNsFa6jCtQySYFHeWH7\nQvR+xQGiSB++2BuNt4iVaE6Zi6vQDEjdDuhRWY73RV7wdKks8OfjbsXAoIIStmtNAXvFK14x\nSckrpq3yt/DFQ8KpSNRDbdqoHL4BFVdU4yDGxKAtlkwsMgqkeEZlpRH9ZvHyINGW4hNlH/lg\noteqazMaZc/23XfffBAIK7Pvf//76++MSKGVAt+snUUXfvBoKDBxsyq2++67K6p+ZSuiaGoF\ns/6wjRsm9SOPPDJ94xvfqK9IorSgfKIYCG9dtcAgxYa2Q3mSskqRUvrLFKc2WJqURMoKyrnK\nFi8xIavVBDxqKJsEKf1l/Zx+FBUKvEyMcciBJmHkA4VEdDLRWf+igUT7UAZ5y3jkZWjkHXqc\ncobBq6AFBZ0ohnIlZZQ0HIEv5Ygxh/ZiIQKlgRD7To6o/ZMMy3Ogq+KVjquwUR3L+pmUimis\nRRpq+3bbW4ooNIptqbJobyn24lu4qD6SM9EDX/4UDz/RUxJ5LrtXOSqXNOARlUf156kYSLQb\nfDULKIaRb33Hq1keYaV8klvlUX3UPvBBYFFDB5rwW32M+7LA6W0qg3owF7FgilxjBJVtAY5j\nPO3D72LA06JxhHFMc0kxXdW/MaI3qR3xHD8vATYYQwT6PP2VvqVFAbxdjLNFr13kjfGX/stc\nLGMbvKZipEOP+V3jmRYSJW/RQIJnPltBYOxBTygGFoX5LAMeSuYl3s1U0LzB7yjjet6vK4YK\nWzfp3xj5BxxwQC6a/otMd2MgqY+oLvG3PUhCxdeOEMCYYHDT+yVMHCh6HI/casBvp0CUap34\ngpKmgVbbSNqh0SoNCjErwFoZJb22OxVX3CItBiaUUiYZMECBZBBX4PhwKTWKm+o1DlDFyS3S\nQiHQNgA8H1pVimnYBsEAwx+DAPuqGwXqwX7yVVZZJZWdutQoX1m8DA4wZZBmYon1KsujFR5N\njlHJu+CCC+rGE0qsXrwvU9zKaFN/tic0wlOrgMi27pkcJAvRq1BGv1Eck6OMvoiBJjSUWiY5\nKaSN6Che+fSba1md4r592r2ocMb83FM/DiwAc+SaE97+93//N5/qCPYEtQuYi54mUBkASoPC\nAJ2oVEZlKhPs4p9kA+WlmQyofI54lTIhpb8R5mzvJaAsoTwQaCeUG8olH23ZyIMkg0DtwnhQ\nxqPGG+ijrMrg4XfRQKKvS7niOX1qtdVW4zYb8PCEgirFLU74OVHtH+1BkCGhq+Lzw1n/hI14\nEv+xH6gNVGbMzz39lFBGPz8o/IvpJF9KovpQljx/UvSVTwq/rmoHntPm0ZBjsQh5Z5GLBYZo\nGKhMXVWOyiU+9gF+q19KtohrFcBHPDZKe/DBBye88AQURMbmVkHKuo6BlhwqH2Mhgb6BR0Nj\nBZ+80FwGzrR1M/7YPg1vMrDYmkpZ4A1meImKgXEljod8oLssiGfSyutSlq7KOA5DYd5Snekf\neJ31YVYMRmQenmQ06UO6zZRqFi9Q5nn/SPoRY+FUTqjl/eJ4otwXv/jFXHWNaZI/4YEuRmDO\nFd56xpU2Fy88j4fVqO+TTuM79/0ORb7VLszJPJuKgYRMsoCvLXkau1QnjS/8RgaEjZ4P49Xv\nIE1Tq2n1Xp4d2MCbxKTWbKKZCrusLKFYMIHxIjWDebsGEsrFEUcckd/P0YROB5GCTudiwGEy\ni+5U0hDkEi/jlwlByiDPmYzoUFL+ypQm0rFPm5UpJjwp3cSXBfHJs3hfllYHM2hCKaaRh4J4\n6tdsguX8f95zYXLjuwDFY9wjbQYQtiFw6l9Z2cKE1UAZjK3qrT3CencmDmJ4FTURUza/CVLc\nigpV5JVBnpVNXmbn2x6XXXZZfJzv4ZeAciXFjt8apCVHxE0lYDArwLO2Pmh1lgkOOWzVzqKh\n1VTqosB2jWKQ0iPvpmSaiVDPlIe6Y1zzLiF9jW08xCEvKFOSMW2fA3PhIaVdfUJKKP2CvFJW\nKUu4ClOV38lV+KHIqeyyyVwTnxQaypISGxWByIOMEymYjBHCbNeaJ1ZYlvV16qjJVfKOMVMm\np7xHJN55N0rGCLzAA/JOXgLjnxTbHFH7Rxryq18wxihISdZvrlL0ZRiRD34VH9MKG2FVxr+w\nlVEc83OvtpdiU3xe/B3TSb6URmNBNJAkexq3VS/JmehxBSfker/99sskjzvuuLTddtvlsYBt\nX/r2nMqLV+EjY5tn4EE765kUVCmsMX+je/hs1Rfoc+rD7SrUaheN9ZJD8SE5Aq+4nZzxVx4d\nLX4Kd+WNV9oIwwClUzKo5/wu81xQB9Embdn7RXjjaFOdNPbftU9vsEjaCiuVTbpinfWs2ZUF\nBskSbcM7ZHhWNGbTxnHcgZYOamik9yAfjO3Uk61vH68dFENgcSR6qnJk+FeUf/qY5JpkLNgQ\nJG+SvxxZ+6ft1ch+2dzCfCg8SaODtsgf0zebV1VWr65gqwVgyuDTEQSNv60MJOrF9kEMS+Y9\n2oI2YKFDfSQTrP2TnNOv45yn58N4tYE0Ta3WyECCnSoOUmCrCZ1U7wwwuaHY0ulbDXxMWqxK\nsXeVvcysatE5XvSiF+UPvLFaiMLHQBhXcBnQpaBIQSqDl4EK13QxSClS543P6aisSuPOPumk\nk0q3RMX0cYAqMz5iWm2faoSLVrjIg3coftch0uEeBVP14LcUEO6LAQ8TOHCKHoOtFAWlQ5Fn\nUmBQl4HUDFcmIrY60g6aQDVoQZOVRxlOfB9JHsYyxU086Mr2PDx/1I3BD8W0GDAIaH8Mcm1b\nRDnUOx3FCauYH+OStLwnF9ssnh4XjSUpoExwKNooBchJqyAD6VOf+lQ+/p706if0Pd7TYhLH\nuAV7bbVATtg6pqNztV2B/LwLQ/ngA+a0RTQopDTIQOKqiVNXKfpSluGBCVhKK+VoESHKGPGt\nAlt26L8chCJDVhMcfIov8RLpFRUanknpVxvE9NxLTpmACSiRan+2ycgLW2YgUUfVT6fngY3w\niUYcK8oo/ISofPObcQQ+pRTxvNjH4BODVMopbaf3IoUPtBSkGMeyuFe80nEVNqpjGcaUQXur\n/JifexlIkp/i8+LvyEexLVUf8BL/Gp+UT+UJM/qT2oJn5OXle2QSnNSmpJHnpMgTv1WOyiVO\n447as5MtdshKO31e42CZ0QsvxaD0rQwkMEEJjf0SmUL51uKAcC+WwW9tqWfRMPZznjG3Nvrs\nR9zeWOZl0vhJOyJbyA/zpvod9BsF+Mc7yByCgVY0HBrlIx7jTWMp4+bHZxkzMkIYS4SHxkfN\nr408SBpLZAhiiIM7/UoyFHlC92GRiq2UGAfqO8gu8yyBgx7+7//+L9+LN8kfkYwT0FEo00mY\nSznNl0D7a87jt/o+95J97qcjsIihoLFc9WF81lgedSalZ3s7Rijz7jbbbJOjWQBgzBItpVW7\nyisfF86VZtiuNpCmqcUwkBi8dDgDbGiVJb7L0yl78lxosILOK1/5ykzu3HPPbUoWRZDBioGF\niROvEwO1OgADMgcsEFj5QsFHgWdA1QqFBrVGBWlSY3IBBwYYKVMyWGJejBcGfRRG8spTEtPo\nnsmawU6KkyYLPS9eVR51jYMk6RhIOOVOQTzqd/HKkcgKDPwcLNAooIgzEPOH0hpXr7/zne/k\nshlcwV2rXY1wZTDatbYyLwVAnkJN9OJBE7m2QBGvSaaoUCkPV1ZgNdHwW6vy3BNoFwwPJnoU\nTrbvoUAhh8KsGX1kipMMwZ9Van1oD9pxoorto4kbo0xKaHxO3rIAn8gcfOlDd2xNZKUMYwwF\nkG+I0EdRcqQk0UZst0T++KONpHCTTookV/BhlY2JXIoxvPCeDAFlX3joKgNA6VUXaChIkVb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IAyErbwx4tAleIE36Mg7hR0ErLvxmgJGi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\nyhCQ3RFAAAEEEEAAAQQQQCA8Ak3C0xRaggA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Pn+Z9PDIGQhYEAiXw7rvv1p555pm1xx9/fO1FF10UV3fjjFHtMcccU7t27dq69cZJ0tpR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",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ggtsdisplay(monthly_dff1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There are significant auto correlations at lag 2 and 9 and beyond. Partial correlation plots show a significant spike at lag 8 and 9. This suggests that we might want to test models with AR or MA components of order 2, 8, or 9. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "\n",
       "Call:\n",
       "arima(x = monthly_ts, order = c(9, 2, 9))\n",
       "\n",
       "Coefficients:\n",
       "          ar1      ar2      ar3      ar4      ar5      ar6      ar7      ar8\n",
       "      -0.6487  -0.7535  -0.2091  -0.1623  -0.1263  -0.4560  -0.4437  -0.7526\n",
       "s.e.   0.1499   0.1721   0.2461   0.2723   0.2440   0.1946   0.1663   0.1253\n",
       "         ar9      ma1      ma2      ma3      ma4     ma5     ma6     ma7\n",
       "      0.0288  -0.1636  -0.0889  -0.4158  -0.2472  0.2467  0.4164  0.0888\n",
       "s.e.  0.1471   0.1275   0.1313   0.1329   0.1249  0.1276  0.1311  0.1331\n",
       "         ma8      ma9\n",
       "      0.1640  -0.9988\n",
       "s.e.  0.1285   0.1290\n",
       "\n",
       "sigma^2 estimated as 0.07728:  log likelihood = -18.98,  aic = 75.96"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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dvt1frvi4uLIUyntQEHiZ0D3kUHD4svimFHibCmAAcp/iMNnDNm4AAY6Qrw2jLz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\nawQTCtL0M5pXlkCRg/Sg0rADG54p8oxUtNTxoZKdx4G+XcTgaBc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qt62d5GNxCgMYZ6bO3YzhtoPEPciu8oUiYLd8UXE8FxWBg8R9yw7S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\nai6QvMfb61saAgjEF3hWvYYLJH6gIb5dIfosc4EUBRgUR36O6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XpgsBBBBAAAEEEEAAAQRKKNAPR5DasW+oHp5VZrfrMeL5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CCQkgDro5RgGSwCCCCQpEAVCqSbBfbdJNEY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\nAAECBAgQIECAAIHdEvg/zIdZAM66bKAAAAAASUVORK5CYII=",
      "text/plain": [
       "Plot with title “”"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fit_monthly = arima(monthly_ts, order=c(9,2,9))\n",
    "fit_monthly\n",
    "\n",
    "tsdisplay(residuals(fit_monthly), lag.max=15, main='Model Residuals')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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OfmirdX04f+MLxO0gTRXJDgVYpmt9Ep+n8fNTD6aT2YR7tcBXvjoz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K20tDpH9I+0lRsJ+oEH67dYHkVpL3pUzW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\ngAABAgQIECBAgAABAgQIECCwcwX+De/RS3Bi0yzOAAAAAElFTkSuQmCC",
      "text/plain": [
       "Plot with title “Natural Gas Price Forecast”"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fcast_monthly <- forecast(fit_monthly, h=10)\n",
    "plot(fcast_monthly,xlim = c(2015, 2018.5), ylim = c(0,7), xlab = \"Time (in months)\", \n",
    "     ylab = \"Natural Gas Price per million British thermal units (Btu) in US $\", \n",
    "    main = \"Natural Gas Price Forecast\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "         Point Forecast    Lo 80    Hi 80     Lo 95    Hi 95\n",
       "2017.581       2.877217 2.504292 3.250142 2.3068771 3.447556\n",
       "2017.664       2.889871 2.310580 3.469163 2.0039215 3.775821\n",
       "2017.747       2.922894 2.220246 3.625543 1.8482858 3.997502\n",
       "2017.831       3.135278 2.313369 3.957187 1.8782768 4.392279\n",
       "2017.914       2.929473 2.010832 3.848114 1.5245323 4.334414\n",
       "2017.997       3.027525 1.990023 4.065028 1.4408030 4.614248\n",
       "2018.081       3.272225 2.098857 4.445592 1.4777139 5.066735\n",
       "2018.164       3.172214 1.868845 4.475584 1.1788824 5.165546\n",
       "2018.247       3.062636 1.642871 4.482402 0.8912920 5.233980\n",
       "2018.331       2.983547 1.472893 4.494201 0.6732007 5.293892"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fcast_monthly"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Exponential Smoothing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Holt-Winters exponential smoothing with trend and additive seasonal component.\n",
       "\n",
       "Call:\n",
       "HoltWinters(x = monthly_ts)\n",
       "\n",
       "Smoothing parameters:\n",
       " alpha: 0.8846621\n",
       " beta : 0.02340981\n",
       " gamma: 1\n",
       "\n",
       "Coefficients:\n",
       "           [,1]\n",
       "a    2.96921099\n",
       "b   -0.03400946\n",
       "s1   0.26947301\n",
       "s2   0.27792924\n",
       "s3   0.29448742\n",
       "s4   0.44990706\n",
       "s5   0.56805621\n",
       "s6   0.18517432\n",
       "s7  -0.16200283\n",
       "s8  -0.35736625\n",
       "s9  -0.31395254\n",
       "s10 -0.40094184\n",
       "s11 -0.36235326\n",
       "s12  0.05078901"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "exp_model <- HoltWinters(monthly_ts)\n",
    "\n",
    "exp_model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>fit</th><th scope=col>upr</th><th scope=col>lwr</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>3.204675  </td><td>4.099415  </td><td> 2.3099345</td></tr>\n",
       "\t<tr><td>3.179121  </td><td>4.386091  </td><td> 1.9721512</td></tr>\n",
       "\t<tr><td>3.161670  </td><td>4.625691  </td><td> 1.6976487</td></tr>\n",
       "\t<tr><td>3.283080  </td><td>4.974527  </td><td> 1.5916337</td></tr>\n",
       "\t<tr><td>3.367220  </td><td>5.267315  </td><td> 1.4671246</td></tr>\n",
       "\t<tr><td>2.950329  </td><td>5.046076  </td><td> 0.8545812</td></tr>\n",
       "\t<tr><td>2.569142  </td><td>4.851041  </td><td> 0.2872428</td></tr>\n",
       "\t<tr><td>2.339769  </td><td>4.800616  </td><td>-0.1210779</td></tr>\n",
       "\t<tr><td>2.349173  </td><td>4.983363  </td><td>-0.2850167</td></tr>\n",
       "\t<tr><td>2.228175  </td><td>5.031265  </td><td>-0.5749161</td></tr>\n",
       "\t<tr><td>2.232754  </td><td>5.201177  </td><td>-0.7356695</td></tr>\n",
       "\t<tr><td>2.611886  </td><td>5.742749  </td><td>-0.5189759</td></tr>\n",
       "\t<tr><td>2.796561  </td><td>6.120746  </td><td>-0.5276243</td></tr>\n",
       "\t<tr><td>2.771008  </td><td>6.251830  </td><td>-0.7098141</td></tr>\n",
       "\t<tr><td>2.753557  </td><td>6.389576  </td><td>-0.8824632</td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{lll}\n",
       " fit & upr & lwr\\\\\n",
       "\\hline\n",
       "\t 3.204675   & 4.099415   &  2.3099345\\\\\n",
       "\t 3.179121   & 4.386091   &  1.9721512\\\\\n",
       "\t 3.161670   & 4.625691   &  1.6976487\\\\\n",
       "\t 3.283080   & 4.974527   &  1.5916337\\\\\n",
       "\t 3.367220   & 5.267315   &  1.4671246\\\\\n",
       "\t 2.950329   & 5.046076   &  0.8545812\\\\\n",
       "\t 2.569142   & 4.851041   &  0.2872428\\\\\n",
       "\t 2.339769   & 4.800616   & -0.1210779\\\\\n",
       "\t 2.349173   & 4.983363   & -0.2850167\\\\\n",
       "\t 2.228175   & 5.031265   & -0.5749161\\\\\n",
       "\t 2.232754   & 5.201177   & -0.7356695\\\\\n",
       "\t 2.611886   & 5.742749   & -0.5189759\\\\\n",
       "\t 2.796561   & 6.120746   & -0.5276243\\\\\n",
       "\t 2.771008   & 6.251830   & -0.7098141\\\\\n",
       "\t 2.753557   & 6.389576   & -0.8824632\\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "fit | upr | lwr | \n",
       "|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|\n",
       "| 3.204675   | 4.099415   |  2.3099345 | \n",
       "| 3.179121   | 4.386091   |  1.9721512 | \n",
       "| 3.161670   | 4.625691   |  1.6976487 | \n",
       "| 3.283080   | 4.974527   |  1.5916337 | \n",
       "| 3.367220   | 5.267315   |  1.4671246 | \n",
       "| 2.950329   | 5.046076   |  0.8545812 | \n",
       "| 2.569142   | 4.851041   |  0.2872428 | \n",
       "| 2.339769   | 4.800616   | -0.1210779 | \n",
       "| 2.349173   | 4.983363   | -0.2850167 | \n",
       "| 2.228175   | 5.031265   | -0.5749161 | \n",
       "| 2.232754   | 5.201177   | -0.7356695 | \n",
       "| 2.611886   | 5.742749   | -0.5189759 | \n",
       "| 2.796561   | 6.120746   | -0.5276243 | \n",
       "| 2.771008   | 6.251830   | -0.7098141 | \n",
       "| 2.753557   | 6.389576   | -0.8824632 | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "      fit      upr      lwr       \n",
       " [1,] 3.204675 4.099415  2.3099345\n",
       " [2,] 3.179121 4.386091  1.9721512\n",
       " [3,] 3.161670 4.625691  1.6976487\n",
       " [4,] 3.283080 4.974527  1.5916337\n",
       " [5,] 3.367220 5.267315  1.4671246\n",
       " [6,] 2.950329 5.046076  0.8545812\n",
       " [7,] 2.569142 4.851041  0.2872428\n",
       " [8,] 2.339769 4.800616 -0.1210779\n",
       " [9,] 2.349173 4.983363 -0.2850167\n",
       "[10,] 2.228175 5.031265 -0.5749161\n",
       "[11,] 2.232754 5.201177 -0.7356695\n",
       "[12,] 2.611886 5.742749 -0.5189759\n",
       "[13,] 2.796561 6.120746 -0.5276243\n",
       "[14,] 2.771008 6.251830 -0.7098141\n",
       "[15,] 2.753557 6.389576 -0.8824632"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "exp_pred <- predict(exp_model, 15, prediction.interval = TRUE)\n",
    "exp_pred"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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avS/0+x2SFAQQKLDAVqq7uwDfv8AGzVSdThqaUWMbBBBAAAEEulBA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\n6hK7rgiy0UUESJAWIWEEAggggEAnBJ4MYbxakT6m1qTrlSRt2Iltsg0EEMi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      "text/plain": [
       "Plot with title “Natural Gas Price Forecast”"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot.ts(monthly_ts, xlim = c(2017, 2019), ylim = c(0,8), xlab = \"Time (in months)\", \n",
    "        ylab = \"Natural Gas Price per million British thermal units (Btu) in US $\",\n",
    "       main = \"Natural Gas Price Forecast\")\n",
    "lines(exp_model$fitted[,1], col = \"green\")\n",
    "lines(exp_pred[,1], col = \"blue\")\n",
    "lines(exp_pred[,2], col = \"red\", lty = 2)\n",
    "lines(exp_pred[,3], col = \"red\", lty = 2)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "R",
   "language": "R",
   "name": "ir"
  },
  "language_info": {
   "codemirror_mode": "r",
   "file_extension": ".r",
   "mimetype": "text/x-r-source",
   "name": "R",
   "pygments_lexer": "r",
   "version": "3.3.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
